triangle Crossword Puzzles
Q3 Project-Maiko Giannakis Crossword 2021-03-24
Across
- / A ship at sea heads directly toward a cliff on the shoreline. Point D(top of cliff) is sighted from both Locations A and B separated by T. If m<DAC= 30 and m<DBC= 45 and S is 50 ft, what is the height of the cliff to the nearest foot?
- / In right triangle ABC, m<A=90. If sin B= 10/12, which function also equals 10/12?
- / The measure of two sides of a triangle are 15 and 6 and the measure of the included angle = 50 degrees. Find to the nearest tenth the measure of the third side of the triangle.
- height / the height of a lateral face of a pyramid
- / In triangle ABC, m<A=50, m<B=60 and the side opposite of vertex B is 10. Find the length of the side opposite <A.Round to nearest tenth.
- / A ski lift begins at ground level 1 mile from the base if a mountain who's face has a 40 degree elevation.The ski lift ascends in a straight line at an angle of 15 degrees. Find the length of the ski lift to the nearest tenth of a mile.
- / length of segment perpendicular to base(s)
- / The measure of two sides of a triangle are 16 and 12 and the measure of the included angle = 75 degrees. Find to the nearest tenth the measure of the third side of the triangle.
- / a straight line from the center of a circle to the circumference
Down
- / the perimeter of a circle
- / The measure of two sides of a triangle are 6 and 11 and the measure of the included angle = 62 degrees. Find to the nearest tenth the measure of the third side of the triangle.
- / A person walks 300ft from point A, At point B they turn 80 then walk 250ft to point C. Find AC.
- / has 2 parallel circular bases, and the outside is a rectangle when made into a net
- / half of a sphere
- / In triangle ABC, m<A=53, m<B=82 and the side opposite of vertex B is 12. Find the length of the side opposite <A.Round to nearest tenth.
- / the length of the straight line that passes the center of a circle
- / the sides that are not the bases
- / no bases or faces
- / perpendicular to the height or the parallel faces
- / The measure of two sides of a triangle are 7 and 8 and the measure of the included angle = 90 degrees. Find to the nearest tenth the measure of the third side of the triangle.
20 Clues: / half of a sphere • / no bases or faces • / the perimeter of a circle • / the sides that are not the bases • / length of segment perpendicular to base(s) • / perpendicular to the height or the parallel faces • height / the height of a lateral face of a pyramid • / a straight line from the center of a circle to the circumference • ...
Math about triangle and plus 2018-03-03
Across
- the total amout resulting from the addition of two or more numbers
- put together
- a quartifier meaning great in size or amount or extent or degree
- a triangle in which two of the sides are the same length
- a triangle which has an angle of 90 degree
- 5>3
Down
- a triangle whose three sides are all the same length
- A number to be added to another
- a triangle whose sides are each a different length
- 7>2
- with the addition of
- 9>8
12 Clues: 7>2 • 9>8 • 5>3 • put together • with the addition of • A number to be added to another • a triangle which has an angle of 90 degree • a triangle whose sides are each a different length • a triangle whose three sides are all the same length • a triangle in which two of the sides are the same length • a quartifier meaning great in size or amount or extent or degree • ...
Math about triangle and plus 2018-03-03
Across
- the total amout resulting from the addition of two or more numbers
- put together
- a quartifier meaning great in size or amount or extent or degree
- a triangle in which two of the sides are the same length
- a triangle which has an angle of 90 degree
- 5>3
Down
- a triangle whose three sides are all the same length
- A number to be added to another
- a triangle whose sides are each a different length
- 7>2
- with the addition of
- 9>8
12 Clues: 7>2 • 9>8 • 5>3 • put together • with the addition of • A number to be added to another • a triangle which has an angle of 90 degree • a triangle whose sides are each a different length • a triangle whose three sides are all the same length • a triangle in which two of the sides are the same length • a quartifier meaning great in size or amount or extent or degree • ...
Math about triangle and plus 2018-03-03
Across
- the total amout resulting from the addition of two or more numbers
- put together
- a quartifier meaning great in size or amount or extent or degree
- a triangle in which two of the sides are the same length
- a triangle which has an angle of 90 degree
- 5>3
Down
- a triangle whose three sides are all the same length
- A number to be added to another
- a triangle whose sides are each a different length
- 7>2
- with the addition of
- 9>8
12 Clues: 7>2 • 9>8 • 5>3 • put together • with the addition of • A number to be added to another • a triangle which has an angle of 90 degree • a triangle whose sides are each a different length • a triangle whose three sides are all the same length • a triangle in which two of the sides are the same length • a quartifier meaning great in size or amount or extent or degree • ...
Unit 2 Vocab 2021-02-15
Across
- postulate two angles and the non included side in one triangle are congruent to two angles and the non included side of another triangle.
- similarity Theorem if an angle of one triangle is congruent to angle of a second triangle and the sides included the two angles are proportional then the triangles are similar
- reasoning reasoning that is done using logic from given statements or facts to a conclusion
- lines coplanar lines that do not intersect
- angles two angles whose measures have sum of 90
- POE if a = b then a – c = b – c
- postulate two angles and the included side of one triangle are congruent to two angle and the included side of another triangle
- exterior angles non-adjacent exterior angles that lie on opposite sides of transferal
- interior angles non-adjacent interior angles that lie on opposite sides of transversal
- postulate three sides of one triangle are congruent to three sides in another triangle
- two polygons are similar if their corresponding parts as in their angle measures are congruent and their sides are proportional
- reasoning reasoning based on patterns you observe
- postulate two sides and the included angle of one triangle are congruent to two sides and the included angle in another triangle
- POE for any real number a, then a = a
- similarity if the corresponding sides of two triangles are proportional then the triangles are similar
- statement an if-then statement that can be symbolized by pq
- angles two angles whose sides form two pairs of opposite rays.
- the conclusion you reach using inductive reasoning
- an example that shows a conjecture is false
Down
- POE if a = b then b = a
- angles angles that lie on same side of transversal in similar position
- angles two angles with a common side, a common vertex and no exterior points
- angles two angles whose measures have sum of 180
- POE if a = b then ac = bc
- triangles two triangles are congruent if the corresponding parts are congruent
- if p then q where p is the hypothesis and q is the conclusion
- statement a statement containing the words if and only if
- a segment connecting the midpoints of two sides of the triangle
- POE if a = b and b = c then a = c
- similarity if two angles of one triangle are congruent to two angles of another triangle then the triangles are similar
- a line that intersects two or more coplanar lines at distinct points
- POE if a = b then a/c = b/c
- POE if a=b then a + c = b + c
- angles interior angles that lie on same side of transversal
- POE if a = b then b can be substituted for a in any equation or expression
- the opposite of a statement where the word NOT is used
- two lines that intersect at a right angle
37 Clues: POE if a = b then b = a • POE if a = b then ac = bc • POE if a = b then a/c = b/c • POE if a=b then a + c = b + c • POE if a = b then a – c = b – c • POE if a = b and b = c then a = c • POE for any real number a, then a = a • two lines that intersect at a right angle • lines coplanar lines that do not intersect • an example that shows a conjecture is false • ...
Right Trianglez 2022-02-18
Across
- the square root of the product of two numbers
- an angle < 90 degrees
- same shape, proportional in size
- opposite over hypotenuse
- same shape, same size
- where a and b are the legs of a right triangle and c is the hypotenuse: If a² + b² = c²
- angle formed by the line of sight and the horizontal plane for an object below the horizontal
- equivalent ratios
Down
- the ________ of a right triangle equals the square root of the two segments formed by the ____________ (the blanks are the same word)
- an angle = 90 degrees
- opposite over adjacent
- adjacent over hypotenuse
- angle formed by the line of sight and the horizontal plane for an object above the horizontal
- the side of a right triangle opposite the right angle
- the sides of a right triangle adjacent to the right angle
- an angle > 90 degrees
- comparison of two quantities
- the study of triangle measurement
18 Clues: equivalent ratios • an angle = 90 degrees • an angle < 90 degrees • same shape, same size • an angle > 90 degrees • opposite over adjacent • adjacent over hypotenuse • opposite over hypotenuse • comparison of two quantities • same shape, proportional in size • the study of triangle measurement • the square root of the product of two numbers • ...
geometry vocabulary 2024-04-18
Across
- They are four-sided shapes
- all angles are acute in a triangle
- a seven-sided polygon
- two sides of a triangle are equal
- a straight line connecting two points on the edge of a circle
- an angle formed inside a polygon where two sides meet
- perimeter of a circle
- straight line joining two points on the circumference of the circle
- triangle where one of the interior angles is more than 90 degrees
- triangle that has one 90-degree angle
- any angle that is above 180 degrees
Down
- an angle that equals 360 degrees
- Triangle where no sides or angles are congruent
- quadrilateral that has two sets of parallel sides and no angles are 90 degrees
- Two angles whose sum is 180 degrees
- Two angles whose sum is 90 degrees
- distance from the centre to the circumference of a circle
- part of a circle surrounded by two radius
- a line that touches a circle at one point from the outside
- Polygon that has 10obtuse
20 Clues: a seven-sided polygon • perimeter of a circle • Polygon that has 10obtuse • They are four-sided shapes • an angle that equals 360 degrees • two sides of a triangle are equal • all angles are acute in a triangle • Two angles whose sum is 90 degrees • Two angles whose sum is 180 degrees • any angle that is above 180 degrees • triangle that has one 90-degree angle • ...
Crossword Puzzle 2020-12-10
Across
- ratio of base to perpendicular
- the value of cosA decreases as A _______
- sine of 0degree
- inverse trigonometric ratio of cos
- the_____ theorem can be used to find the value of a missing side length in a right triangle
- the angle between the line of sight and the horizontal level when an observer looks upwards
- ratio of perpendicular to hypotenuse
- tangent of 45 degrees
- cofunctions of _____angles are always equal
Down
- a ratio of the measure of two sides of a right triangle is _____
- the unit for measuring the angels
- sin squared plus cos squared
- a line from an observer's eye to a distant point
- cos/ sin
- the longest side of a right triangle
- abbreviated form of the word cosecant
- the study of triangles;their angles,lengths and more is known as______
- the six trigonometric______ are sin, cos,tan,cot,sec and cosec
- secant of 60 degrees
- triangle with a 90 degree angle is called a ______ angled triangle
20 Clues: cos/ sin • sine of 0degree • secant of 60 degrees • tangent of 45 degrees • sin squared plus cos squared • ratio of base to perpendicular • the unit for measuring the angels • inverse trigonometric ratio of cos • the longest side of a right triangle • ratio of perpendicular to hypotenuse • abbreviated form of the word cosecant • the value of cosA decreases as A _______ • ...
Vocabulary Assignment #05: Right Triangles and Trigonometry 2021-06-21
Across
- is denoted as, sin^-1; we use it to find the acute angle of a right triangle that has the ratio O/H.
- is denoted as, tan^-1; we use it to find the acute angle of a right triangle that has the ratio O/A.
- if a^2 + b^2 = c^2, where a & b are the legs of a the triangle and c is the hypotenuse, then the triangle is a right triangle.
- the angle made by a line that rises above the horizontal.
- a mathematical expression that has a radical sign/symbol such as a square root (√) or a cube root (∛).
- the trigonometric function that is equal to the ratio of the side opposite to an acute angle to the hypotenuse, in a right triangle.
- these have side lengths relationship: a, a, a√2.
- the trigonometric function that is equal to the ratio of the side opposite to an acute angle to the adjacent side, in a right triangle.
- to find all measures of unknown angles and sides of a right triangle. To do this, you need to know either: 1). Two side lengths, or 2). One side length and one acute angle.
Down
- the trigonometric function that is equal to the ratio of the side adjacent to an acute angle to the hypotenuse, in a right triangle.
- the angle made by a line that falls below the horizontal.
- a ratio that uses two sides of a right triangle in order to find the missing value.
- When an altitude is drawn from the right angle of a triangle, it creates three of these.
- these have side lengths relationship: a, a√3, 2a.
- is denoted as, cos^-1; we use it to find the acute angle of a right triangle that has the ratio A/H.
15 Clues: these have side lengths relationship: a, a, a√2. • these have side lengths relationship: a, a√3, 2a. • the angle made by a line that falls below the horizontal. • the angle made by a line that rises above the horizontal. • a ratio that uses two sides of a right triangle in order to find the missing value. • ...
Module 7 2023-01-24
Across
- a polygon that has all sides congruent and all angles congruent
- two angles are complementary if the sum of their measures is 90 degrees
- the two sides of a right triangle that form the right angle
- angle that measures exactly 180 degrees
- having the same measure
- two angles are supplementary if the sum of their measures is 180 degrees
- in a polygon, all of the angles are congruent
- any angle that measures greater than 90 degrees but less than 180 degrees
- the side opposite the right angle in a right triangle
- an angle inside a polygon
- an angle that measures exactly 0 degrees
- angles that have the same vertex, share a common side, and do not overlap
- an angle between one side of a polygon and the extension of an adjacent side
- an angle with a measure greater than 0 and less than 90
Down
- a theorem that can be used to test whether a triangle is a right triangle
- the sum of the lengths of any two sides of a triangle must be greater than the length of the third side
- the angles of a triangle that are not adjacent to a given exterior angle
- opposite angles formed by the intersection of two lines
- in a polygon, all of the sides are congruent
- the three interior angles of any triangle add up to 180 degrees
- the converse of a theorem is formed when the if and then statements are reversed
- an angle that measures exactly 90 degrees
- in a right triangle, the square of the length of the hypotenuse c is equal to the sum of the squares of the lengths of legs a and b
- the point where the sides of an angle meet
- a simple closed figure formed by three or more straight line segments
25 Clues: having the same measure • an angle inside a polygon • angle that measures exactly 180 degrees • an angle that measures exactly 0 degrees • an angle that measures exactly 90 degrees • the point where the sides of an angle meet • in a polygon, all of the sides are congruent • in a polygon, all of the angles are congruent • ...
Trig - Joy 2025-06-10
Across
- A rule or relationship that assigns exactly one output value for each input value. Used often in Trig.
- A trigonometric function that is the ratio of the length of the side adjacent to an angle to the length of the hypotenuse in a right triangle.
- The side of a right triangle that is next to a given angle (not the hypotenuse).
- An angle of this type is formed by a horizontal line and a line of sight above that line.
- A trigonometric function that is the ratio of the length of the side opposite an angle to the length of the side adjacent to the angle in a right triangle.
- The property of a function (like sine, cosine, and tangent) where its values repeat at regular intervals.
- Trigonometric Functions that "undo" trigonometric functions, such as arccosine, arcsine, and arctangent.
- The branch of mathematics that deals with the relationships between the sides and angles of triangles.
- The side of a right triangle that is across from a given angle.
- A trigonometric function that is the ratio of the length of the side opposite an angle to the length of the hypotenuse in a right triangle.
Down
- A trigonometric function that is the reciprocal of the sine function.
- An angle of this type formed by a horizontal line and a line of sight below that line.
- The side of a right triangle opposite the right angle.
- Another unit of angle measurement, where a full circle is 360 degrees.
- The reciprocal of the tangent function
- A figure formed by two rays or line segments that share a common endpoint.
- The theorem stating that in a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.
- A type of triangle with one right angle (90 degrees).
- A unit of angle measurement involving pi
- A trigonometric function that is the reciprocal of the cosine function.
20 Clues: The reciprocal of the tangent function • A unit of angle measurement involving pi • A type of triangle with one right angle (90 degrees). • The side of a right triangle opposite the right angle. • The side of a right triangle that is across from a given angle. • A trigonometric function that is the reciprocal of the sine function. • ...
Similarity Scavenger Hunt 2026-02-22
Across
- If a triangle with side 5 is dilated by a scale factor of 2, the new corresponding side length is this.
- If two triangles are mathematically similar, the difference between their corresponding angle measures is exactly this.
- The parallel sides of a parallelogram cut by a diagonal create these interior angles, proving the inner triangles similar.
- In a right triangle, if the legs are 3 and 4, the hypotenuse is this length, creating a base for similar dilations.
- A mathematical comparison of two side lengths in a triangle.
- A line that passes through two or more lines.
- In any two similar equilateral triangles, every single interior angle measures exactly this many degrees.
- When solving a proportion, the product of the extremes equals the product of these.
- A segment connecting the midpoints of two sides of a triangle, creating a smaller similar triangle inside.
- These segments bisect each other in a parallelogram, splitting it into similar compound triangles.
- If two triangles are similar and one is a right triangle, the other must have an angle measuring exactly this.
- If a shape has a side of 10 and its similar image has a corresponding side of 20, the scale factor is this.
- When a parallelogram's diagonals bisect each other, the center intersection forms these congruent angles for similar triangles.
- When solving a proportion, the product of these equals the product of the means.
- The midsegment of a triangle is strictly _________ to the base of the triangle.
- The theorem proving triangles are similar if all three pairs of sides are proportional.
- A famous theorem used alongside similarity proportions to find missing sides of right triangles.
- A midsegment creates a smaller nested triangle exactly ____ the size of the large one.
- If the ratio of corresponding sides is 1 to 3 and the smaller side is 3, the larger corresponding side is this.
- The geometric mean of 4 and 16, representing the altitude drawn to the hypotenuse of a right triangle.
- If a similar triangle is dilated by a scale factor of 5, a side measuring 5 units becomes this many units long.
- The longest side of a right triangle, which must be carefully matched when setting up similarity ratios.
- Matching angles or sides between two similar triangles.
- Figures like two triangles with the exact same shape but different sizes.
- A parallelogram whose diagonals perpendicularly bisect each other, forming four similar right triangles.
Down
- The specific type of angle positioned strictly between two given sides of a triangle.
- A four-sided polygon whose bisecting diagonals create opposite pairs of similar triangles.
- A term used when a polygon is divided into two equal parts by a line.
- An equation setting the side ratios of two triangles equal to each other.
- If a 3-4-5 right triangle is dilated by a factor of 4, the length of the new corresponding middle leg is this.
- If the ratio of two corresponding sides is 1 to 4 and the smaller side is 10, the larger side is this.
- If a side of 6 corresponds to a side of 12, then a side of 9 corresponds to a side of this length.
- If a midsegment is 3.5 units long, the parallel base of the larger triangle is exactly this many units.
- The theorem requiring two proportional sides and a congruent angle trapped between them.
- The midsegment of a triangle is parallel to a base of 40; the midsegment's length is this.
- If two similar triangles have corresponding angles, and one is 50 degrees, the matching angle is this many degrees.
- A scale multiplier of exactly this amount means the two triangles are actually congruent, not just similar.
- A perpendicular line segment drawn from a right triangle's highest point down to its base.
- The number of small similar triangles formed when the diagonals of a rhombus bisect each other.
- If a 2-foot stick casts a 4-foot shadow, a 3-foot stick casts a shadow of this many feet.
- In similar triangles, these matching line segments are always proportional.
- In similar triangles, if side A is 3 and side B is 4, a similar triangle with side A as 9 will have side B as this.
- The postulate stating triangles are similar if just two pairs of angles are congruent.
- The exact multiplier used to scale a smaller triangle up to a larger one.
- In similar isosceles right triangles, the two acute angles always measure exactly this many degrees.
- In similar triangles, these matching corners are always perfectly congruent.
- Another term for the points of the angles.
- The two shorter sides of a right triangle.
- If a triangle's side is reduced from 30 down to 10, the scale factor is one _____.
- If the corresponding sides of two similar triangles are in a 1 to 2 ratio, a side of 2 in the smaller triangle matches a side of this length.
50 Clues: Another term for the points of the angles. • The two shorter sides of a right triangle. • A line that passes through two or more lines. • Matching angles or sides between two similar triangles. • A mathematical comparison of two side lengths in a triangle. • A term used when a polygon is divided into two equal parts by a line. • ...
Unit 1 Vocabulary Crossword 2015-02-13
Across
- The line on a coordinate plane that runs up and down
- An angle that is not between two sides
- If three sides of one triangle are proportional to the three sides of another triangle, then the triangles are similar
- A way to prove triangles are congruent when two angles and a non-included side of one triangle are congruent to two angles and the same non-included side of another triangle
- Produces and image that is the same shape, but a different size
- Stands for "Corresponding parts of congruent triangles are congruent"
- A formula stating that A squared plus B squared equals C squared
- The line of a coordinate plane that runs left and right
- If two sides of one triangle are proportional to the two sides of another triangle and their included angles are congruent, then the triangles are similar
- a side that is not between two angles
- The figure after a transformation has been made
- Turning an image without changing the size or shape on a coordinate plane
- Transformation that preserves size and shape
- The figure before you do anything to it
- The first coordinate in an ordered pair that tells you how far left/right to go when plotting a point
- The ratio of any two corresponding lengths
- Figures with proportional sides and the same angles
- Two Triangles have two corresponding angles and side that are congruent
- Any of the four areas made when we divide a plane by and X and a Y axis
Down
- A side that links two angles together
- Angles or sides that are the same between two shapes
- Flipping an image over the axis on a coordinate plane
- When two things have the same size and shape as one another
- When there is more than one transformation occurring at once
- A formula that is the square route of y2 minus y1 squared plus x2 minus x1 squared
- Angle Sum The sum of all three angles of a triangle must equal 180 degrees
- Segment connecting the midpoints of two sides of a triangle
- A triangle with two congruent sides and one different
- A change
- The center of a coordinate plane whose ordered pair is (0,0)
- A triangle with all three sides of equal length
- A geometric transformation that shifts a figure
- A set of X and Y coordinates
- An angle inside a shape
- An equation stating that two ratios are equal
- The second coordinate in an ordered pair that tells you how far up/down to go when plotting a point
36 Clues: A change • An angle inside a shape • A set of X and Y coordinates • A side that links two angles together • a side that is not between two angles • An angle that is not between two sides • The figure before you do anything to it • The ratio of any two corresponding lengths • Transformation that preserves size and shape • An equation stating that two ratios are equal • ...
Geometry Crossword 2020-01-28
Across
- Triangle with every side different
- Polygon with 5 sides
- A 90 degree angle is a _____ angle
- A part of a line (2 words)
- The perimeter of a circle
- Line going around a square
- Under 90 degrees
- A quadrilateral that is parallel, 90 degree angles, same size
- Another name for the middle of a circle
- Over 90 degrees.
Down
- Polygon with 6 sides
- A closed shape with 3 or more sides
- Polygon with 10 sides
- Triangle with a 90 degree angle
- A chord that intersects with the center of a circle
- Lines that will never intersect
- Triangle with all sides equal
- Polygon with 7 sides
- 4 sided shape with one pair of parallel sides
- A triangle with 2 sides the same length
20 Clues: Under 90 degrees • Over 90 degrees. • Polygon with 6 sides • Polygon with 5 sides • Polygon with 7 sides • Polygon with 10 sides • The perimeter of a circle • A part of a line (2 words) • Line going around a square • Triangle with all sides equal • Triangle with a 90 degree angle • Lines that will never intersect • Triangle with every side different • A 90 degree angle is a _____ angle • ...
Geometry Review 2017-02-08
Across
- a 9 sided polygon
- a quadrilateral with 2 pairs of parallel sides
- triangle with 2 congruent sides
- 8 sided polygon
- a quadrilateral with 4 congruent sides
- 10 sided polygon
- triangle with 3 congruent sides
- angle measuring exactly 90 degrees
- a 5 sided polygon
- 7 sided polygon
- angle measuring less than 90 degrees
Down
- 4 sided polygon
- a 3 sided polygon whose interior angles add up to 180 degrees
- triangle with no congruent sides
- a quadrilateral with only 1 pair of parallel sides
- a quadrilateral with 4 congruent sides and 4 right angles
- angle measuring more than 90 degrees
- quadrilateral with 2 pairs of congruent sides and 4 right angles
- 6 sided polygon
19 Clues: 4 sided polygon • 8 sided polygon • 6 sided polygon • 7 sided polygon • 10 sided polygon • a 9 sided polygon • a 5 sided polygon • triangle with 2 congruent sides • triangle with 3 congruent sides • triangle with no congruent sides • angle measuring exactly 90 degrees • angle measuring more than 90 degrees • angle measuring less than 90 degrees • a quadrilateral with 4 congruent sides • ...
Bermuda Triangle 2017-12-18
Across
- The month of the last known disappearance
- The first person to report about the Bermuda Triangle
- The number of passengers on the private aircraft during the last known disappearance
- Found in 1493
- what runs near the triangle that gets rid of debris quick
Down
- Where the compass does not point in the triangle
- Another name for the Bermuda Triangle
- Found in 1896
- Where the compass points in the triangle
- A British over sea territory
- More than _____ ships and planes have vanished
11 Clues: Found in 1896 • Found in 1493 • A British over sea territory • Another name for the Bermuda Triangle • Where the compass points in the triangle • The month of the last known disappearance • More than _____ ships and planes have vanished • Where the compass does not point in the triangle • The first person to report about the Bermuda Triangle • ...
Iron Triangle 2023-11-28
Across
- Relief provided to those suffering in the case of emergency, such as donations to victims of war.
- Alliance for Middle Eastern Peace.
- Materials, money, or other assets that are beneficial to production.
- The official legislature of the United States.
- An international organization devoted to maintaining peace and friendly relations among nations.
Down
- The body of non-elected officials who make decisions.
- Groups that use lobbying and other pressure to influence policy-making.
- The terrorist group responsible for the current conflict in Isreal/Palestine.
- The head of the executive branch of the United States.
- A group of legislatures appointed to a specific group in order to make decisions on a particular topic.
- Seek to influence a politician on an issue.
11 Clues: Alliance for Middle Eastern Peace. • Seek to influence a politician on an issue. • The official legislature of the United States. • The body of non-elected officials who make decisions. • The head of the executive branch of the United States. • Materials, money, or other assets that are beneficial to production. • ...
Geometry 2018-12-12
Across
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- Having the same size and shape. | Can be used to define two different line segments.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
Down
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- Statement that is being proved is assumed to be false | This is not true because _____.
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
- Changes position of figure but not other properties. | Translations are this.
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
- Lines that do not intersect | Segment R is congruent to segment S.
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- Sentence made based upon a figure | D is the midpoint of segment BC.
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
Geometry 2018-12-12
Across
- Having the same size and shape. | Can be used to define two different line segments.
- Statement that is being proved is assumed to be false | This is not true because _____.
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- Sentence made based upon a figure | D is the midpoint of segment BC.
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
Down
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- Changes position of figure but not other properties. | Translations are this.
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- Lines that do not intersect | Segment R is congruent to segment S.
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
Mixed Math 2015-05-11
Across
- stands for Cosine equals Adjacent over Hypotenuse.
- An angle whose measure is greater than 90° and less than 180°
- Angle What angle is 180
- No sides are equal and no angles are equal
- same three sides and exactly the same three angles.
- All the angles are 60°
- Area of a Triangle
- stands for Sine equals Opposite over Hypotenuse.
- studies the relationship involving length and angles of triangle
- An angle whose measure is less than 90°
- the opposite side of a right triangle
- Value makes a negative number positive
- Sequence a1+ (n – 1)d
- Order of Operations
Down
- It works for any triangle
- called "sec" in the calculator
- called "cot" in the calculator
- Type of triangle that begins "I"
- Angle What angle is 90°
- Theorem a+b+c square
- Opposite / Hypotenuse
- are angles in standard position that have a common terminal side.
- Opposite / Adjacent
- Mathematician who created Theory of Relativity
- are a alternate to degree as a way of measuring angles
- stands for Tangent equals Opposite over Adjacent
26 Clues: Area of a Triangle • Opposite / Adjacent • Order of Operations • Theorem a+b+c square • Opposite / Hypotenuse • All the angles are 60° • Sequence a1+ (n – 1)d • Angle What angle is 180 • Angle What angle is 90° • It works for any triangle • called "sec" in the calculator • called "cot" in the calculator • Type of triangle that begins "I" • the opposite side of a right triangle • ...
Trig 2018-05-25
Across
- side, side What does SSS stand for?
- triangle The name of a triangle that has one 90 degree angle.
- If you have a side between two angle you can use what rule?
- A triangle with two equal sides and two equal angles.
- The opposite side of the 90 degree.
- Angles that sum is equal to 180 degrees.
- b2 = c2 Pythagorean theorem is...
- This rule needs a side, angle, side.
- If triangles are identical its called...
- A triangle with angles less than 90 degrees is called...
Down
- Three sides must be the same to use this.
- The side closest to the theta
- over hypotenuse Sin is ____ over ____
- The branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles.
- A unit of angle measures.
- law What law is sinA over a = sinB over b = sinC over c
- What tool is used to measure an angle?
- law What law is a2= b2+a2- 2bcCosA
- side, angle What does ASA stand for?
- All angles in the triangle are greater than 90 degrees.
20 Clues: A unit of angle measures. • The side closest to the theta • law What law is a2= b2+a2- 2bcCosA • side, side What does SSS stand for? • The opposite side of the 90 degree. • b2 = c2 Pythagorean theorem is... • side, angle What does ASA stand for? • This rule needs a side, angle, side. • over hypotenuse Sin is ____ over ____ • What tool is used to measure an angle? • ...
Trig 2018-05-25
Across
- The side closest to the theta
- side, angle What does ASA stand for?
- law What law is sinA over a = sinB over b = sinC over c
- The opposite side of the 90 degree.
- The branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles.
- A triangle with angles less than 90 degrees is called...
- Three sides must be the same to use this.
- What tool is used to measure an angle?
- All angles in the triangle are greater than 90 degrees.
- side, side What does SSS stand for?
Down
- If you have a side between two angle you can use what rule?
- If triangles are identical its called...
- over hypotenuse Sin is ____ over ____
- A unit of angle measures.
- b2 = c2 Pythagorean theorem is...
- Angles that sum is equal to 180 degrees.
- law What law is a2= b2+a2- 2bcCosA
- This rule needs a side, angle, side.
- A triangle with two equal sides and two equal angles.
- triangle The name of a triangle that has one 90 degree angle.
20 Clues: A unit of angle measures. • The side closest to the theta • law What law is a2= b2+a2- 2bcCosA • b2 = c2 Pythagorean theorem is... • The opposite side of the 90 degree. • side, side What does SSS stand for? • side, angle What does ASA stand for? • This rule needs a side, angle, side. • over hypotenuse Sin is ____ over ____ • What tool is used to measure an angle? • ...
Geometry Crossword Puzzle 2023-05-24
Across
- A quadrilateral with 1 pair of parralel sides
- A Triangle with 0 sides of equal length
- A quadrilateral with all sides of equal length
- A 9 sided polygon with equal sides and angles
- Quadrilateral with 2 parallel sides and 2 sides of equal length
- A quadrilateral with 2 pairs of consectutive equal sides
- The set of points equidistant from a cental point
- A 7 sided polygon with equal sides and angles
- A Triangle with 2 sides of equal length
Down
- A quadrilateral with 2 pairs of parralel sides
- A quadrilateral with 4 equal angles and sides
- A 6 sided polygon with all sides and angles equal
- A 10 sided polygon with equal sides and angles
- A 8 sided polygon with equal sides and angles
- A polygon with 4 sides
- A triangle with all sides of equal length
- A quadrilateral with 4 right angles
- A 5 sided polygon All sides and angles equal
- A Triangle with a 90° angle different sides
- A Triangle with a 90° angle 2 sides equal
20 Clues: A polygon with 4 sides • A quadrilateral with 4 right angles • A Triangle with 0 sides of equal length • A Triangle with 2 sides of equal length • A triangle with all sides of equal length • A Triangle with a 90° angle 2 sides equal • A Triangle with a 90° angle different sides • A 5 sided polygon All sides and angles equal • A quadrilateral with 1 pair of parralel sides • ...
What's the Point? 2025-03-12
Across
- a line that intersects a circle in one point
- on the same point
- the point where the altitudes of a triangle intersect
- a set of coplanar points equidistant from a given point
- angles that share a common side and vertex
- angles whose sides form opposite rays
- a line that intersects a circle in 2 points
- chord that passes through the center of a circle
- segment joining two points on a circle
- on the same plane
- set of all points
Down
- endpoint of two rays
- two rays with the same endpoint
- the point equidistant from all 3 sides of the triangle and is the center of the inscribed circle
- the point where all the medians of a triangle intersect
- noncoplanar lines
- a line that connects two midpoints of a triangle
- perpendicular segment from the vertex to the line containing the opposite side
- the point equidistant from all 3 vertices of the triangle and is the center of the circumscribed circle
- a point that divides a segment into two congruent segments
- segment joining the center to a point on a circle
21 Clues: on the same point • noncoplanar lines • on the same plane • set of all points • endpoint of two rays • two rays with the same endpoint • angles whose sides form opposite rays • segment joining two points on a circle • angles that share a common side and vertex • a line that intersects a circle in 2 points • a line that intersects a circle in one point • ...
Geometry Semester 2 2022-07-21
Across
- Enlarging or shrinking using a specific scale factor
- Finding what to multiply to get an expression
- Problem that changes with a mathematical problem
- Measure for similar figures who look the same but are different scales and measures
- Angles that have a common side and a common vertex
- Angle whose measure is exactly 90
- A triangle whose interior angles are greater than 90
- Two angles of a triangle are congruent to two angles of another triangle
- The longest side of the triangle
- Congruent sides and angles
- Same shape and size of the mirror image of the other
- The side that is across from the given angle
Down
- Starting point on a grid
- A line intersecting a circle at one point
- Sides that are congruent and sides are proportional
- Equation showing the relationship among three sides of a right class
- Three sides of one triangle are equivalent to corresponding three side
- A angle whose measure is less than 90
- Deals with relation of sides and triangles
- Rules written by mathematically symbols
20 Clues: Starting point on a grid • Congruent sides and angles • The longest side of the triangle • Angle whose measure is exactly 90 • A angle whose measure is less than 90 • Rules written by mathematically symbols • A line intersecting a circle at one point • Deals with relation of sides and triangles • The side that is across from the given angle • ...
Crossword Puzzle 2020-12-10
Across
- sin squared plus cos squared
- inverse trigonometric ratio of cos
- the_____ theorem can be used to find the value of a missing side length in a right triangle
- sine of 0degree
- the angle between the line of sight and the horizontal level when an observer looks upwards
- ratio of base to perpendicular
- secant of 60 degrees
- the six trigonometric______ are sin, cos,tan,cot,sec and cosec
- tangent of 45 degrees
- the study of triangles;their angles,lengths and more is known as______
- ratio of perpendicular to hypotenuse
Down
- a line from an observer's eye to a distant point
- the longest side of a right triangle
- cofunctions of _____angles are always equal
- the unit for measuring the angels
- a ratio of the measure of two sides of a right triangle is _____
- triangle with a 90 degree angle is called a ______ angled triangle
- the value of cosA decreases as A _______
- abbreviated form of the word cosecant
- cos/ sin
20 Clues: cos/ sin • sine of 0degree • secant of 60 degrees • tangent of 45 degrees • sin squared plus cos squared • ratio of base to perpendicular • the unit for measuring the angels • inverse trigonometric ratio of cos • the longest side of a right triangle • ratio of perpendicular to hypotenuse • abbreviated form of the word cosecant • the value of cosA decreases as A _______ • ...
Bonus Crossword 2013-06-16
Across
- A line segment joining two points on a curve
- mental abuse to humans
- a line that joins the vertex of a triangle to the midpoint of the opposite side
- a2 + b2 = c2
- shape, both pairs of opposite sides one
- the only question students look forward to writing
- the perpendicular distance from a vertex to an opposite side
- 1 method of solving a linear equation
- where 3 altitudes of a triangle intersect
Down
- A website for when you're stuck at home
- It's to ______ your brains
- Parallogram whose adjacent sides are perpendicular
- a combination of retro arcade games centipede and astroid
- a line perpendicualr to a line in a triangle passing through it's midpoint
- if anika was a triangle she would be an _____ triangle
- 4/3 people have trouble with _______
- distance from a _____ to a line
- the act of texting, eating, and watching tv with an open textbook nearby
- A function as well as a delicious snack
19 Clues: a2 + b2 = c2 • mental abuse to humans • It's to ______ your brains • distance from a _____ to a line • 4/3 people have trouble with _______ • 1 method of solving a linear equation • A website for when you're stuck at home • shape, both pairs of opposite sides one • A function as well as a delicious snack • where 3 altitudes of a triangle intersect • ...
Geometry Crossword 2024-05-21
Across
- Amount of space inside a shape
- Lines that intersect at a 90-degree angle
- Four-sided polygon with opposite sides equal
- Point where two or more lines meet
- Triangle with all three sides equal
- Longest side of a right-angled triangle
- Round shape with all points equidistant from the center
- Angle more than 90 degrees but less than 180 degrees
- Angle less than 90 degrees
Down
- Line segment that passes through the center of a circle and has its endpoints on the circle
- Three-sided polygon
- Four-sided polygon with all sides equal and all angles 90 degrees
- Lines that are always the same distance apart and never meet
- Closed figure with many sides
- Triangle with all sides of different lengths
- Line segment from the center of a circle to any point on the circle
- Total distance around a shape
- Triangle with at least two sides equal
- Line segment with both endpoints on a circle but not passing through the center
19 Clues: Three-sided polygon • Angle less than 90 degrees • Closed figure with many sides • Total distance around a shape • Amount of space inside a shape • Point where two or more lines meet • Triangle with all three sides equal • Triangle with at least two sides equal • Longest side of a right-angled triangle • Lines that intersect at a 90-degree angle • ...
Geometry -- Two Dimensional Shapes 2025-03-21
Across
- A polygon, quadrilateral and parallelogram where all angles are 90°
- An ____ triangle has ALL angles less than 90°
- A polygon that has four straight sides
- A polygon and quadrilateral. only has ONE pair of parallel sides
- is more than 90°
- A triangle with all three sides of equal length
- A triangle with two (or more) equal sides.
Down
- point where two or more line segments meet. A corner.
- Always the same distance apart and never touching
- A polygon, quadrilateral and parallelogram where all sides are congruent and all angles are 90°
- An ______ angle is less than 90°
- ____ is 90°
- When two lines cross to create a right angle
- A polygon where all opposite sides are parallel (squares, rectangles and rhombuses are all____)
- The same shape and size (equal)
- A polygon, quadrilateral and parallelogram where all opposite sides are parallel
- A polygon with 3 sides and 3 angles
- A closed figure with at least 3 straight lines
- A polygon with 5 sides
- A triangle with all sides of different lengths.
20 Clues: ____ is 90° • is more than 90° • A polygon with 5 sides • The same shape and size (equal) • An ______ angle is less than 90° • A polygon with 3 sides and 3 angles • A polygon that has four straight sides • A triangle with two (or more) equal sides. • When two lines cross to create a right angle • An ____ triangle has ALL angles less than 90° • ...
Writing Assignment 3 2021-01-10
Across
- a triangle whose all three sides are of equal length
- When two lines are crossed by another line
- The two sides that intersect to determine the right angle
- transformation that moves every point in a figure the same distance in the same direction
- a triangle with a right angle.
- The side between two angles
Down
- Angles with exactly the same measure
- a triangle that has two or more sides of equal length
- The angle between two sides
- the enlarging or shrinking of a mathematical element
- Any way of moving all the points in the plane such that
- transformation representing a flip of a figure
- an angle of one triangle is congruent to the corresponding angle of another triangle and the lengths of the sides including these angles are in proportion
- The angles situated opposite to the equal sides of an isosceles triangle are always equal
- The longest side of a right triangle, opposite the right angle
15 Clues: The angle between two sides • The side between two angles • a triangle with a right angle. • Angles with exactly the same measure • When two lines are crossed by another line • transformation representing a flip of a figure • the enlarging or shrinking of a mathematical element • a triangle whose all three sides are of equal length • ...
Lesson 6.1-6.3 2021-11-28
Across
- the perpendicular bisectors of a triangle intersect at a point called the circumcenter that is equidistant from the vertices of the triangle
- if a point is on the bisector of an angle, the it is equidistant from the sides of the angle
- the point of intersection of concurrent lines
- a line segment with endpoints that are a vertex of the triangle and the midpoint of the side opposite the vertex
- the point of concurrency of the perpendicular bisectors of the sides of a triangle
- the angle bisectors of a triangle intersect at a point called the incenter that is equidistant from the sides of the triangle
- the point of concurrency for the angle bisectors of a triangle
Down
- if a point is on the perpendicular bisector of a segment, then it is equidistant from the endpoints of the segment
- the point of concurrency of the altitudes of a triangle
- the medians of a triangle intersect at a point called the centroid that is two-thirds the distance from each vertex to the midpoint of the opposite side
- the point of concurrency of the medians of a triangle
- a segment from a vertex of the triangle to the line containing the opposite side and perpendicular to that side
- a line, segment, or ray that passes trhough the midpoint of a segment and is perpendicular to that segment
- when three or more lines connect at a common point
14 Clues: the point of intersection of concurrent lines • when three or more lines connect at a common point • the point of concurrency of the medians of a triangle • the point of concurrency of the altitudes of a triangle • the point of concurrency for the angle bisectors of a triangle • the point of concurrency of the perpendicular bisectors of the sides of a triangle • ...
Triangles and Similarity 2025-02-03
Across
- If two triangles have two congruent angles, they are similar
- If two triangles have two proportional sides and one congruent angle, they are similar (A.S.S.)
- If two triangles have three proportional sides, they are similar
- Type of triangle that has a 90 degree angle
- The sides that match each other in similar triangles
- The corresponding sides in similar triangles are _______________
- Triangles are similar because of two congruent sides connected by an angle
- similar triangles have _________ angles
- Triangles are similar because of three proportional sides
Down
- the number that when multiplied by the old triangle, gives the sides of the new triangle
- a polygon with three sides
- the two sides of the triangle connected by the 90 degree angle are called the _____.
- Triangles are similar because of two congruent angles
- the longest side of a triangle(across from 90 degree)
- If two triangles have two proportional sides, they are similar
- 180 is the ____ of the angles in a triangle
16 Clues: a polygon with three sides • similar triangles have _________ angles • Type of triangle that has a 90 degree angle • 180 is the ____ of the angles in a triangle • The sides that match each other in similar triangles • Triangles are similar because of two congruent angles • the longest side of a triangle(across from 90 degree) • ...
mathematics puzzle 2022-10-23
Across
- the coordinate are (0,0)
- is the longest side
- polynomial
- solutions
- cant be expressed as a fraction
- equal distant to each other
- point of a straight line
- is the y- coordinate
- is the quadrilateral
- single term
Down
- solutions
- centre of a circle that inscribes a triangle
- angle
- set of two or more equations
- u shaped curve
- many solutions
- triangle
- can be represented by
- triangle with all sides equal
- distance from y axis
20 Clues: angle • triangle • solutions • solutions • polynomial • single term • u shaped curve • many solutions • is the longest side • is the y- coordinate • distance from y axis • is the quadrilateral • can be represented by • the coordinate are (0,0) • point of a straight line • equal distant to each other • set of two or more equations • triangle with all sides equal • cant be expressed as a fraction • ...
mathematics puzzle 2022-10-23
Across
- the coordinate are (0,0)
- triangle
- solutions
- many solutions
- equal distant to each other
- angle
- can be represented by
- u shaped curve
- distance from y axis
- polynomial
- point of a straight line
- is the longest side
Down
- solutions
- set of two or more equations
- triangle with all sides equal
- centre of a circle that inscribes a triangle
- cant be expressed as a fraction
- is the quadrilateral
- single term
- is the y- coordinate
20 Clues: angle • triangle • solutions • solutions • polynomial • single term • many solutions • u shaped curve • is the longest side • is the quadrilateral • distance from y axis • is the y- coordinate • can be represented by • the coordinate are (0,0) • point of a straight line • equal distant to each other • set of two or more equations • triangle with all sides equal • cant be expressed as a fraction • ...
Geometry lessons 1-5 2023-12-13
Across
- interior the angles formed when a transversal intersects two coplanar lines
- when both the hypothesis and conclusion are negated
- lying on the same plane.
- the opposite of a given mathematical statement
- The converse of a conditional statement is created when the hypothesis and conclusion are reversed
- a flat surface of two dimensions
- Hypotenuse leg
- a proposition that is consistent with known data, but has been neither verified nor shown to be false.
- a triangle in which all three sides are in different lengths, and all three angles are of different measures.
- points that lie on the same straight line or in a single line
- a line that passes through two very specific points on a triangle: a vertex, or corner of a triangle, and its opposite side at a right, or 90-degree, angle
- a statement arrived at by applying a set of logical rules
- a straight marking
Down
- the end of a line
- a triangle that has all its sides equal in length.
- Numerical measure of a line's inclination relative to the horizontal.
- bisector the ray, line, or segment which divides a given angle into two equal parts.
- a point where three angle bisectors from three vertices of the triangle meet.
- angles which are formed at corresponding corners when two parallel lines are intersected
- a line segment joining a vertex to the midpoint of the opposite side
- two lines in the same plane that are at equal distance from each other
- the centre point of the object.
- a triangle having two sides of equal length
- If any two sides and the angle included between the sides of one triangle are equivalent to the corresponding two sides and the angle between the sides of the second triangle
- lines a pair of lines that do not intersect and are not parallel to each other.
25 Clues: Hypotenuse leg • the end of a line • a straight marking • lying on the same plane. • the centre point of the object. • a flat surface of two dimensions • a triangle having two sides of equal length • the opposite of a given mathematical statement • a triangle that has all its sides equal in length. • when both the hypothesis and conclusion are negated • ...
Geometry 2018-12-12
Across
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- Lines that do not intersect | Segment R is congruent to segment S.
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
- Changes position of figure but not other properties. | Translations are this.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
Down
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- Sentence made based upon a figure | D is the midpoint of segment BC.
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- Statement that is being proved is assumed to be false | This is not true because _____.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
- Having the same size and shape. | Can be used to define two different line segments.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
GEOMETRY 2017-09-01
Across
- Number of days in a week
- A four-sided figure with 4 equal sides and angles
- An angle equal to 180 degrees
- Number of lessons each day at StC
- Figures which have the same shape and same size
- Number of sides in an octagon
- A triangle with three equal sides
- An angle greater than 90 but less than 180 degrees
- A polygon with four sides
- Number of days in a fortnight
- Number of months in a year
- A triangle with three sides different in length
- An angle less than 90 degrees
Down
- An angle greater than 180 but less than 260 degree
- Number of sides in a decagon
- Number of sides in a rectangle
- Figures which have the same shape and different sizes
- A triangle with two equal sides
- An angle equal to 90 degrees
- A four-sided figure with opposite sides parallel
- An angle equal to 360 degrees
- A polygon with three sides
- Number of flag poles at StC
- Number of sides in a hexagon
- The point where two sides of a triangle meet
25 Clues: Number of days in a week • A polygon with four sides • A polygon with three sides • Number of months in a year • Number of flag poles at StC • Number of sides in a decagon • An angle equal to 90 degrees • Number of sides in a hexagon • An angle equal to 180 degrees • An angle equal to 360 degrees • Number of sides in an octagon • Number of days in a fortnight • ...
Geometry Semester 2 2022-07-21
Across
- Angle whose measure is exactly 90
- A triangle whose interior angles are greater than 90
- The side that is across from the given angle
- A angle whose measure is less than 90
- Finding what to multiply to get an expression
- Angles that have a common side and a common vertex
- Sides that are congruent and sides are proportional
- Same shape and size of the mirror image of the other
Down
- Enlarging or shrinking using a specific scale factor
- Equation showing the relationship among three sides of a right class
- The longest side of the triangle
- A line intersecting a circle at one point
- Starting point on a grid
- Rules written by mathematically symbols
- Two angles of a triangle are congruent to two angles of another triangle
- Three sides of one triangle are equivalent to corresponding three side
- Measure for similar figures who look the same but are different scales and measures
- Problem that changes with a mathematical problem
- Deals with relation of sides and triangles
- Congruent sides and angles
20 Clues: Starting point on a grid • Congruent sides and angles • The longest side of the triangle • Angle whose measure is exactly 90 • A angle whose measure is less than 90 • Rules written by mathematically symbols • A line intersecting a circle at one point • Deals with relation of sides and triangles • The side that is across from the given angle • ...
Geometry Crossword Puzzle 2023-05-24
Across
- A 6 sided polygon with all sides and angles equal
- A Triangle with a 90° angle 2 sides equal
- A quadrilateral with 2 pairs of consectutive equal sides
- A quadrilateral with all sides of equal length
- A 5 sided polygon All sides and angles equal
- A Triangle with a 90° angle different sides
- A quadrilateral with 2 pairs of parralel sides
- The set of points equidistant from a cental point
- A triangle with all sides of equal length
- A 7 sided polygon with equal sides and angles
- A 10 sided polygon with equal sides and angles
Down
- Quadrilateral with 2 parallel sides and 2 sides of equal length
- A Triangle with 2 sides of equal length
- A quadrilateral with 1 pair of parralel sides
- A 8 sided polygon with equal sides and angles
- A quadrilateral with 4 equal angles and sides
- A 9 sided polygon with equal sides and angles
- A polygon with 4 sides
- A Triangle with 0 sides of equal length
- A quadrilateral with 4 right angles
20 Clues: A polygon with 4 sides • A quadrilateral with 4 right angles • A Triangle with 2 sides of equal length • A Triangle with 0 sides of equal length • A Triangle with a 90° angle 2 sides equal • A triangle with all sides of equal length • A Triangle with a 90° angle different sides • A 5 sided polygon All sides and angles equal • A quadrilateral with 1 pair of parralel sides • ...
Polygon 2023-11-15
Across
- all sides are equal in length and all angles are equal in magnitude in a polygon
- name for the triangle with all sides are equal.
- the staright line joining two points located in interior region
- polygon with 6 sides
- polygon with 3 sides
- name for the triangle with an obtuse angle
- name name for the triangle with all sides are not equal in length
Down
- angle angle that can be seen in concave polygon
- name for the triangle with all angles are acute angles
- minimum number of sides to draw a polygon
- name for the triangle with a right angle
- name for the triangle with two sides are equal.
- polygon with 8 sides
13 Clues: polygon with 6 sides • polygon with 3 sides • polygon with 8 sides • name for the triangle with a right angle • minimum number of sides to draw a polygon • name for the triangle with an obtuse angle • angle angle that can be seen in concave polygon • name for the triangle with all sides are equal. • name for the triangle with two sides are equal. • ...
Woke up in pre-calc 2013-06-10
Across
- angle with pi
- a group of people
- adjacent over hypotenuse
- how wide a triangle is
- longest side
- angle without pi
- three sided geometric figure
- opposite over hypotenuse
- trigonometric function starts with T
- measure of space between two intersecting lines
Down
- side next to angle
- trigonometric function starts with C
- side infornt of angel
- trig function to the power of negative one
- opposite over adjacent
- explosion of stars
- Abbreviation of Hall On Virgina Avenue
- trigonometric function starts with S
- how long a triangle is
- angle
20 Clues: angle • longest side • angle with pi • angle without pi • a group of people • side next to angle • explosion of stars • side infornt of angel • how wide a triangle is • opposite over adjacent • how long a triangle is • adjacent over hypotenuse • opposite over hypotenuse • three sided geometric figure • trigonometric function starts with C • trigonometric function starts with S • ...
8.2 Circles and Polygons 2020-08-04
Across
- A quadrilateral with parallel and congruent opposite sides, and congruent opposite angles.
- A rectangle with four congruent sides.
- A triangle that has three congruent sides.
- A triangle that has at least two congruent sides.
- A three-sided figure that has no congruent sides.
- A figure in which all sides are congruent and all angles are congruent.
Down
- A triangle that has one obtuse angle.
- A quadrilateral with exactly two parallel sides and may have two right angles.
- A parallelogram with four congruent sides.
- A triangle with all angles measuring less than 90°.
- States that if three sides of one triangle are congruent to three sides of another triangle, then the triangle are congruent.
- A parallelogram with four right angles.
- A closed plane figure formed by three or more line segments.
- A three-sided polygon with one right angle.
14 Clues: A triangle that has one obtuse angle. • A rectangle with four congruent sides. • A parallelogram with four right angles. • A parallelogram with four congruent sides. • A triangle that has three congruent sides. • A three-sided polygon with one right angle. • A triangle that has at least two congruent sides. • A three-sided figure that has no congruent sides. • ...
Monstres et compagnie 2020-05-20
26 Clues: hat • red • leg • nose • long • shoe • hair • eyes • oval • head • blue • mouth • white • brown • green • teeth • black • round • short • purple • square • yellow • orange • tall/big • triangle • rectangle
Lesson 1- 5 Review 2025-01-12
mathematics puzzle 2022-10-23
Across
- the coordinate are (0,0)
- is the longest side
- polynomial
- solutions
- cant be expressed as a fraction
- equal distant to each other
- point of a straight line
- is the y- coordinate
- is the quadrilateral
- single term
Down
- solutions
- centre of a circle that inscribes a triangle
- angle
- set of two or more equations
- u shaped curve
- many solutions
- triangle
- can be represented by
- triangle with all sides equal
- distance from y axis
20 Clues: angle • triangle • solutions • solutions • polynomial • single term • u shaped curve • many solutions • is the longest side • is the y- coordinate • distance from y axis • is the quadrilateral • can be represented by • the coordinate are (0,0) • point of a straight line • equal distant to each other • set of two or more equations • triangle with all sides equal • cant be expressed as a fraction • ...
flemdawgs awesome puzzle 2021-12-07
Across
- my nickname
- my name
- reflections preserve what properties
- Any angle over 90
- a triangle where no sides equal
- when 3 points of triangle are on circle it forms a right angle
- two angles that add up to 180
- two angles that add up to 90
- The theorem that states an angle with all three points on a triangles measurement is half of the angles arc
Down
- a triangle where at least 2 sides equal
- a 90 degree angle
- triangle where all the sides equal
- two triangles that are the same
- any angle under 90
- three sided shape
15 Clues: my name • my nickname • a 90 degree angle • Any angle over 90 • three sided shape • any angle under 90 • two angles that add up to 90 • two angles that add up to 180 • a triangle where no sides equal • two triangles that are the same • triangle where all the sides equal • reflections preserve what properties • a triangle where at least 2 sides equal • ...
Geometry 2018-12-12
Across
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- Statement that is being proved is assumed to be false | This is not true because _____.
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
- Changes position of figure but not other properties. | Translations are this.
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
- Sentence made based upon a figure | D is the midpoint of segment BC.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
Down
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
- Lines that do not intersect | Segment R is congruent to segment S.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- Having the same size and shape. | Can be used to define two different line segments.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
Geometry 2018-12-12
Across
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- Sentence made based upon a figure | D is the midpoint of segment BC.
- Changes position of figure but not other properties. | Translations are this.
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
- Lines that do not intersect | Segment R is congruent to segment S.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- Statement that is being proved is assumed to be false | This is not true because _____.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
Down
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
- Having the same size and shape. | Can be used to define two different line segments.
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
Geom Vocab Review 2022-12-06
Across
- A triangle where all the sides are the same
- The sharp end of a stick
- Most difficult side of a triangle to pronounce
- A triangle where no side is equal to another
- A snake's sound or a congruent triangle method
- Two shapes that are the same size AND shape
- Two shapes, same size, but different shape
- Two or more very very polite angles
- You won't have one to stand on if you don't study
- When a shape is made bigger or smaller
- A shape is rotated around a point
Down
- A large flying object with wings
- The least popular way to park
- A point or line that divides something in two
- Two lines that cross at a 90 degree angle
- When a shape slides around without changing
- A triangle with exactly two equal sides
- Have way across a line segment
- A shape's mirror image drawn across a line
- Two or more angles that add to 180 degrees
- Two lines that are NOT parallel, and never meet
- Single most useful equation in Geometry
22 Clues: The sharp end of a stick • The least popular way to park • Have way across a line segment • A large flying object with wings • A shape is rotated around a point • Two or more very very polite angles • When a shape is made bigger or smaller • A triangle with exactly two equal sides • Single most useful equation in Geometry • Two lines that cross at a 90 degree angle • ...
Geometry Bonus 2021-02-22
Across
- to divide into two congruent parts
- polygon that is both equilateral and equiangular
- proof with statements written on the left side and reason written on the right side
- quadrilateral with four congruent sides and four right angles
- triangle with three congruent sides
- POC that is formed by the altitudes of the triangle
- POC that is formed by angle bisectors
- polygon with no diagonal containing points in the exterior of the polygon
- intersection of two sides of a polygon
Down
- triangle with a least two congruent sides
- quadrilateral with two pairs of parallel sides
- triangle with three congruent angles
- segment connecting two nonconsecutive vertices of a polygon
- one of the two nonparallel sides of a trapezoid
- three or more lines that intersect at one point
- statement formed by negating the hypothesis and conclusion of a conditional statement
- quadrilateral with four congruent sides
- segment connecting two midpoints of two sides of a triangle
- perpendicular segment from a vertex to the line containing opposite side
- quadrilateral with exactly two pairs of congruent consecutive sides
20 Clues: to divide into two congruent parts • triangle with three congruent sides • triangle with three congruent angles • POC that is formed by angle bisectors • intersection of two sides of a polygon • quadrilateral with four congruent sides • triangle with a least two congruent sides • quadrilateral with two pairs of parallel sides • ...
Geometry Semester 2 2022-07-21
Across
- Enlarging or shrinking using a specific scale factor
- Finding what to multiply to get an expression
- Problem that changes with a mathematical problem
- Measure for similar figures who look the same but are different scales and measures
- Angles that have a common side and a common vertex
- Angle whose measure is exactly 90
- A triangle whose interior angles are greater than 90
- Two angles of a triangle are congruent to two angles of another triangle
- The longest side of the triangle
- Congruent sides and angles
- Same shape and size of the mirror image of the other
- The side that is across from the given angle
Down
- Starting point on a grid
- A line intersecting a circle at one point
- Sides that are congruent and sides are proportional
- Equation showing the relationship among three sides of a right class
- Three sides of one triangle are equivalent to corresponding three side
- A angle whose measure is less than 90
- Deals with relation of sides and triangles
- Rules written by mathematically symbols
20 Clues: Starting point on a grid • Congruent sides and angles • The longest side of the triangle • Angle whose measure is exactly 90 • A angle whose measure is less than 90 • Rules written by mathematically symbols • A line intersecting a circle at one point • Deals with relation of sides and triangles • The side that is across from the given angle • ...
Geometry Crossword Puzzle 2023-05-24
Across
- A Triangle with 0 sides of equal length
- A Triangle with a 90° angle different sides
- Quadrilateral with 2 parallel sides and 2 sides of equal length
- A triangle with all sides of equal length
- A 10 sided polygon with equal sides and angles
- A Triangle with a 90° angle 2 sides equal
- A 5 sided polygon All sides and angles equal
- A 7 sided polygon with equal sides and angles
Down
- A polygon with 4 sides
- A 9 sided polygon with equal sides and angles
- A quadrilateral with 1 pair of parralel sides
- A quadrilateral with 4 right angles
- A quadrilateral with 2 pairs of consectutive equal sides
- A quadrilateral with 4 equal angles and sides
- A Triangle with 2 sides of equal length
- The set of points equidistant from a cental point
- A 6 sided polygon with all sides and angles equal
- A 8 sided polygon with equal sides and angles
- A quadrilateral with all sides of equal length
- A quadrilateral with 2 pairs of parralel sides
20 Clues: A polygon with 4 sides • A quadrilateral with 4 right angles • A Triangle with 0 sides of equal length • A Triangle with 2 sides of equal length • A triangle with all sides of equal length • A Triangle with a 90° angle 2 sides equal • A Triangle with a 90° angle different sides • A 5 sided polygon All sides and angles equal • A 9 sided polygon with equal sides and angles • ...
Geo Vocab Zavian 2023-06-08
Across
- A part of a line that begins at a particular point and extends in one direction
- lines that never meet but are the same distance apart
- figure formed by two rays
- congruent sides or segments have the exact same length
- two sides that share a common vertex
- an angle with a measure greater than 180 degrees but less than 360 degrees
- A part of a line connecting 2 points
- a triangle with no equal sides
- a 90 degree angle
- a triangle with 3 acute sides
Down
- a triangle with a right angle
- two lines that intersect at right angles
- a 180 degrees angle
- a triangle with 2 sides equal length
- a triangle with all 3 sides equal in length
- an angle with a measure more than 90 degrees
- A two dimensional object that has no endpoints and continues on forever in both directions
- an angle with a measure less than 90 degrees
- two angles that are next to each other
- the point at which the rays of an angle or the sides of a polygon meet
20 Clues: a 90 degree angle • a 180 degrees angle • figure formed by two rays • a triangle with a right angle • a triangle with 3 acute sides • a triangle with no equal sides • a triangle with 2 sides equal length • two sides that share a common vertex • A part of a line connecting 2 points • two angles that are next to each other • two lines that intersect at right angles • ...
Geometry 2026-02-28
Across
- Angles that add to 90 degrees
- Figures with the same shape but different size
- Part of a line with two endpoints
- Lines that intersect to form right angles
- Chord passing through the center of a circle
- Parallelogram with four right angles
- Triangle with two equal sides
- Longest side of a right triangle
- Line that crosses two or more other lines
- Angles that add to 180 degrees
Down
- Quadrilateral with two pairs of parallel sides
- Theorem relating sides of a right triangle
- Distance from center to edge of a circle
- Triangle with all sides equal
- Figures with the same size and shape
- Lines that never intersect and stay the same distance apart
- Flat surface that extends infinitely
- Quadrilateral with exactly one pair of parallel sides
- Parallelogram with four equal sides
- Part of a line with one endpoint and extends infinitely
- Lines that are neither parallel nor intersecting (in 3D)VERTICAL Opposite angles formed by intersecting lines
- Distance around a circle
- Triangle with no equal sides
- Curved portion of a circle's boundary
24 Clues: Distance around a circle • Triangle with no equal sides • Angles that add to 90 degrees • Triangle with all sides equal • Triangle with two equal sides • Angles that add to 180 degrees • Longest side of a right triangle • Part of a line with two endpoints • Parallelogram with four equal sides • Figures with the same size and shape • Flat surface that extends infinitely • ...
Geometry Familiarity 2013-02-27
Across
- Uncountable
- Both pairs of sides are equal
- Triangle with no equal sides
- Half of a diameter
- 180 degrees
- Rise over run
- 7 sided figure
- 8 sided figure
- 6 sided figure
- 4 equal sides and angles
Down
- Triangle with 2 equal sides
- 2 lines form a 90 degree angle
- Two lines that never touch
- Angles are all right angles
- 15 sided figure
- Two times the radius
- 3 sided figure
- 5 sided figure
- Nine sided polygon
- 4 equal sides
20 Clues: Uncountable • 180 degrees • Rise over run • 4 equal sides • 3 sided figure • 7 sided figure • 5 sided figure • 8 sided figure • 6 sided figure • 15 sided figure • Half of a diameter • Nine sided polygon • Two times the radius • 4 equal sides and angles • Two lines that never touch • Triangle with 2 equal sides • Angles are all right angles • Triangle with no equal sides • Both pairs of sides are equal • ...
Shapes 2022-05-14
Across
- has 5 sides
- looks like a soda can
- looks like a plus sign
- has no sides
- star that has equal length sides
- has 10 sides
- has 4 sides with two sides longer than other
- looks like a ring
- 4 sides with different lengths
Down
- has 9 sides
- has 7 sides
- looks like half moon
- triangle has a right angle triangle
- has 4 sides
- has 8 sides
- looks like a diamond
- pointing to one direction
- heart sign
- has three sides
- has 6 sides
20 Clues: heart sign • has 9 sides • has 7 sides • has 5 sides • has 4 sides • has 8 sides • has 6 sides • has no sides • has 10 sides • has three sides • looks like a ring • looks like half moon • looks like a diamond • looks like a soda can • looks like a plus sign • pointing to one direction • 4 sides with different lengths • star that has equal length sides • triangle has a right angle triangle • ...
geometry 2022-05-31
Across
- half of diameter
- longest side of a triangle
- 3d circle
- when 2 edges meet
- shape with no edges
- same size sides
- 3d square
- shape with 5 sides
- outside of shape
Down
- triginomitry
- 3d circle
- 4 sided shape
- inside of shape
- a^2+n^2=c^2
- trangle with square base
- 3 sided shape
- the length of inside of a 3d shape
- 90 degrees
- how full the inside of a shape is
- triangle with circle base
20 Clues: 3d circle • 3d circle • 3d square • 90 degrees • a^2+n^2=c^2 • triginomitry • 4 sided shape • 3 sided shape • inside of shape • same size sides • half of diameter • outside of shape • when 2 edges meet • shape with 5 sides • shape with no edges • trangle with square base • triangle with circle base • longest side of a triangle • how full the inside of a shape is • the length of inside of a 3d shape
geometry 2022-05-31
Across
- trangle with square base
- when 2 edges meet
- shape with 5 sides
- 3d circle
- 3d circle
- inside of shape
- 3d square
- 4 sided shape
- outside of shape
- a^2+n^2=c^2
- 3 sided shape
Down
- longest side of a triangle
- how full the inside of a shape is
- the length of inside of a 3d shape
- half of diameter
- triangle with circle base
- same size sides
- shape with no edges
- triginomitry
- 90 degrees
20 Clues: 3d circle • 3d circle • 3d square • 90 degrees • a^2+n^2=c^2 • triginomitry • 4 sided shape • 3 sided shape • same size sides • inside of shape • half of diameter • outside of shape • when 2 edges meet • shape with 5 sides • shape with no edges • trangle with square base • triangle with circle base • longest side of a triangle • how full the inside of a shape is • the length of inside of a 3d shape
Geometry 2018-12-12
Across
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
- Sentence made based upon a figure | D is the midpoint of segment BC.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- Statement that is being proved is assumed to be false | This is not true because _____.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- Lines that do not intersect | Segment R is congruent to segment S.
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
Down
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- Changes position of figure but not other properties. | Translations are this.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
- Having the same size and shape. | Can be used to define two different line segments.
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
Geometry 2018-12-12
Across
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- Statement that is being proved is assumed to be false | This is not true because _____.
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- Lines that do not intersect | Segment R is congruent to segment S.
Down
- Sentence made based upon a figure | D is the midpoint of segment BC.
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
- Changes position of figure but not other properties. | Translations are this.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- Having the same size and shape. | Can be used to define two different line segments.
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
Geometry Crossword 2023-05-11
Across
- A polygon that is equilateral and equiangular.
- An angle whose measure is more than 90° and less than 180°.
- A two-dimensional shape in which all points on the curved line are equidistant from a center point.
- A triangle with three acute angles.
- Two lines that intersect to form a right angle.
- A collection of points along a straight path that extends endlessly in both directions.
- A proof in which you prove that a statement is true by first assuming that its opposite is true. If this assumption leads to an impossibility, then you have proved that the original statement is true.
- A closed figure with six sides.
- The point of concurrency of the angle bisectors of a triangle.
- A quadrilateral with both pairs of opposite sides parallel.
- A triangle with one right angle.
- Two lines that meet to make a corner.
- A two-dimensional, closed, four-sided figure with four right angles.
- The perpendicular segment from a vertex of a triangle to the opposite side or to the line that contains the opposite side.
- Identical in size and shape.
- A special type of rectangle that has equilateral (same length) sides and parallel opposite sides.
- A plane figure that meets the following two conditions. 1. It is formed by three or more segments called sides, such that no two sides with a common endpoint are collinear. 2. Each side intersects exactly two other sides, one at each endpoint.
- A figure formed by three segments joining three noncollinear points, called vertices.
- A closed figure with seven sides.
- Sides that are the same length.
- The point of concurrency of the lines containing the altitudes of a triangle.
- A segment, ray, line, or plane that is perpendicular to a segment at its midpoint.
- A triangle with three congruent angles.
Down
- A ray that divides an angle into two adjacent angles that are congruent
- The point of concurrency of the perpendicular bisectors of a triangle.
- A triangle with at least two congruent sides.
- A polygon such that no line containing a side of the polygon contains a point in the interior of the polygon.
- A line that intersects two or more coplanar lines at different points.
- A part of a line having two endpoints.
- Two lines in the same plane that do not intersect.
- A triangle with one obtuse angle.
- Three or more lines that intersect in the same point.
- A triangle with no congruent sides.
- An angle whose measure is less than 90°.
- A triangle with three congruent sides.
- Points that lie on the same plane.
- A statement that can be proven
- Two angles with equal measure formed by two intersecting lines.
- A continuous portion of a circle
- A closed figure with eight sides.
- A closed figure with five sides.
- A flat surface that extends endlessly in all directions.
- The point of concurrency of the medians of a triangle.
- A closed four-sided figure with parallel opposite sides. A square is a special kind of rhombus. Sometimes called a diamond.
- Points that lie on the same line.
- Two lines that do NOT intersect and are NOT coplanar.
- A specific position on a line, plane, or in space.
- A part of a line having only one endpoint.
- Line segments in geometric figures that compose the exterior of the object.
49 Clues: Identical in size and shape. • A statement that can be proven • A closed figure with six sides. • Sides that are the same length. • A continuous portion of a circle • A triangle with one right angle. • A closed figure with five sides. • A triangle with one obtuse angle. • A closed figure with eight sides. • Points that lie on the same line. • A closed figure with seven sides. • ...
Radicals, Pythagorean Theorem Crossword Puzzle 2021-06-11
Across
- The operation done in the Pythagorean Theorem
- All of the variables in the Pythagorean Theorem are "this"d
- Symbol used to denote square or nth roots
- The "c" term in the Pythagorean Theorem
- The number of degrees in a right angle
- Use to determine side lengths in right triangle
- Can only be done if radicands are alike
Down
- First step when add/subtracting radicals
- The hypotenuse is always the "____" measurement
- This type of # can't be simplified further
- States that if the square of the third side of a triangle is equivalent to the sum of its two shorter sides, then it must be a right triangle
- Value on the inside of the radical symbol
- Finds prime factorization of # under radical
- You only need like indexes to perform this
- The "a" and "b" terms in the Pythagorean Theorem
- Type of triangle referred to when using the Pythagorean Theorem
- The index of a radical cannot equal this number
- Method commonly used to multiply radicals
- The shape referred to in the Pythagorean Theorem
- Value on the outside of the radical symbol
20 Clues: The number of degrees in a right angle • The "c" term in the Pythagorean Theorem • Can only be done if radicands are alike • First step when add/subtracting radicals • Value on the inside of the radical symbol • Symbol used to denote square or nth roots • Method commonly used to multiply radicals • This type of # can't be simplified further • ...
Geometry Semester 2 2022-07-21
Across
- Enlarging or shrinking using a specific scale factor
- Finding what to multiply to get an expression
- Problem that changes with a mathematical problem
- Measure for similar figures who look the same but are different scales and measures
- Angles that have a common side and a common vertex
- Angle whose measure is exactly 90
- A triangle whose interior angles are greater than 90
- Two angles of a triangle are congruent to two angles of another triangle
- The longest side of the triangle
- Congruent sides and angles
- Same shape and size of the mirror image of the other
- The side that is across from the given angle
Down
- Starting point on a grid
- A line intersecting a circle at one point
- Sides that are congruent and sides are proportional
- Equation showing the relationship among three sides of a right class
- Three sides of one triangle are equivalent to corresponding three side
- A angle whose measure is less than 90
- Deals with relation of sides and triangles
- Rules written by mathematically symbols
20 Clues: Starting point on a grid • Congruent sides and angles • The longest side of the triangle • Angle whose measure is exactly 90 • A angle whose measure is less than 90 • Rules written by mathematically symbols • A line intersecting a circle at one point • Deals with relation of sides and triangles • The side that is across from the given angle • ...
crossword puzzle 2021-12-07
Across
- the space between two lines or planes that intersect
- a plane curve with every point equidistant from the center
- relation with respect to comparative quantity or magnitude
- of equal importance, rank, or degree
- determine the dimensions of something or somebody
- triangle is a triangle whose interior angles are all acute
- a line enclosing a plane area
- relating to or situated in or extending toward the middle
- a triangle with two equal sides
- the property created by the space between two objects
Down
- an area that is in the middle of some larger region
- elevation above sea level or above the earth's surface
- the length of a straight line through the center of a circle
- triangle a triangle that contains an obtuse interior angle
- in or near an inner area
- angle the 90 degree angle between two perpendicular lines
- a group of nearly parallel lines of electromagnetic radiation
- being everywhere equidistant and not intersecting
- a point equidistant from the ends of a line or the extremities of a figure
- the length of the closed curve of a circle
- angle an angle between 90 and 180 degrees
21 Clues: in or near an inner area • a line enclosing a plane area • a triangle with two equal sides • of equal importance, rank, or degree • angle an angle between 90 and 180 degrees • the length of the closed curve of a circle • determine the dimensions of something or somebody • being everywhere equidistant and not intersecting • ...
Geometry Vocabulary 2024-12-18
Across
- Part of mathematics concerned with questions of size, shape and position of figures and with their location in space.
- Lines that do not cross or intersect; they are equidistant.
- An angle less than 90 degrees.
- Triangle with two equal sides
- Polygon with 4 sides.
- Quadrilateral with two pairs of opposite sides parallel and equal
- A definite place in space that doesn’t have a size or shape.
- Triangle with no equal sides
- Has an endpoint but extends in one direction indefinitely.
- Polygon with 6 sides.
Down
- Lines that cross at some point, named point of intersection.
- Triangle with all three sides equal
- Is made out of an infinite number of points and continues on forever in both directions.
- An angle that is greater than 90 degrees but less than 180 degrees.
- The longest side in a right triangle
- Polygon with 3 sides.
- An angle that is exactly 90 degrees.
- Polygon with 8 sides.
- Polygon with 5 sides.
- a closed two-dimensional figure composed of line segments that meet at their endpoints.
20 Clues: Polygon with 3 sides. • Polygon with 4 sides. • Polygon with 8 sides. • Polygon with 5 sides. • Polygon with 6 sides. • Triangle with no equal sides • Triangle with two equal sides • An angle less than 90 degrees. • Triangle with all three sides equal • The longest side in a right triangle • An angle that is exactly 90 degrees. • ...
Polygon 2023-11-15
Across
- all sides are equal in length and all angles are equal in magnitude in a polygon
- name for the triangle with all sides are equal.
- the staright line joining two points located in interior region
- polygon with 6 sides
- polygon with 3 sides
- name for the triangle with an obtuse angle
- name name for the triangle with all sides are not equal in length
Down
- angle angle that can be seen in concave polygon
- name for the triangle with all angles are acute angles
- minimum number of sides to draw a polygon
- name for the triangle with a right angle
- name for the triangle with two sides are equal.
- polygon with 8 sides
13 Clues: polygon with 6 sides • polygon with 3 sides • polygon with 8 sides • name for the triangle with a right angle • minimum number of sides to draw a polygon • name for the triangle with an obtuse angle • angle angle that can be seen in concave polygon • name for the triangle with all sides are equal. • name for the triangle with two sides are equal. • ...
Woke up in precalc 2013-06-10
Across
- how wide a triangle is
- a group of people
- angle with pi
- angle without pi
- longest side
- opposite over adjacent
- trigonometric function starts with T
Down
- adjacent over hypotenuse
- angle
- trigonometric function starts with C
- Abbreviation of Hall On Virgina Avenue
- measure of space between two intersecting lines
- explosion of stars
- side next to angle
- trigonometric function starts with S
- opposite over hypotenuse
- side infornt of angel
- three sided geometric figure
- trig function to the power of negative one
- how long a triangle is
20 Clues: angle • longest side • angle with pi • angle without pi • a group of people • explosion of stars • side next to angle • side infornt of angel • how wide a triangle is • opposite over adjacent • how long a triangle is • adjacent over hypotenuse • opposite over hypotenuse • three sided geometric figure • trigonometric function starts with C • trigonometric function starts with S • ...
Triangle Terminology 2022-01-19
Across
- / has three acute angles
- / two angles that add to 90 degrees
- / has one obtuse angle
- / has three congruent sides
- /has no congruent sides
- / has one right angle
Down
- / two angles that add to 180 degrees
- / the longest side in a right triangle
- / has two congruent sides
- / has three congruent angles
- / all the angles in a triangle _____ to 180 degrees
11 Clues: / has two congruent sides • / has one obtuse angle • / has three congruent sides • /has no congruent sides • / has one right angle • / has three congruent angles • / has three acute angles • / two angles that add to 90 degrees • / two angles that add to 180 degrees • / the longest side in a right triangle • ...
Triangle Congruency 2024-12-04
Across
- Congruence theorem where two sides and the included angle are equal
- two right-angled triangles with the same length of hypotenuse and the same length for one of the other two legs.
- two triangles where two angles and the non-included side are equal
- Congruence theorem where two triangles with all three sides equal
- A pair of corresponding sides or angles that are equal in measure
- the point on a line segment that divides it into two equal parts,
- any geometric figure (like a line segment, angle, or polygon) is congruent to itself
Down
- a line, ray, or segment that divides an angle into two equal parts
- In a right triangle, the longest side
- Corresponding Parts of Congruent Triangles are Congruent
- two triangles where two angles and the included side are equal
11 Clues: In a right triangle, the longest side • Corresponding Parts of Congruent Triangles are Congruent • two triangles where two angles and the included side are equal • Congruence theorem where two triangles with all three sides equal • A pair of corresponding sides or angles that are equal in measure • the point on a line segment that divides it into two equal parts, • ...
Properties of Triangle 2014-06-29
Across
- The __________ angle of a triangle is equal to the sum of the interior opposite angles.
- A straight line that joins a vertex of a triangle with a point on the side opposite to it and is perpendicular to that side is called as ___________.
- The _____ of the angles of a triangle adds up to 180˚.
- The longest side in a right angled triangle is called the _____________.
- The point where any two of the three sides of a triangle intersect is called the _____________ of the triangle.
Down
- When two line segments intersect, they form an __________ at a point.
- A straight line that joins a vertex of a triangle with the mid-point of the side opposite to it is called ___________ of the triangle.
- A __________ is a closed figure made of three line segments.
- The difference of any two sides of a triangle is ______ than its third side.
- The sum of any _____ sides of a triangle is greater than its third side.
- ____________ theorem applies only to right angled triangles.
- The exterior angle of a triangle is __________ than either of the interior opposite angles.
12 Clues: The _____ of the angles of a triangle adds up to 180˚. • A __________ is a closed figure made of three line segments. • ____________ theorem applies only to right angled triangles. • When two line segments intersect, they form an __________ at a point. • The sum of any _____ sides of a triangle is greater than its third side. • ...
Right Triangle Crossword Puzzle:b 2023-03-09
Across
- An acute triangle is a triangle with all three angles less than 90°. altitude. close window.
- A line passing through the vertex of the angle that cuts it into two equal smaller angles.
- Is a branch of mathematics that studies relationships involving lengths and angles of triangles. The field emerged in the Hellenistic world during the 3rd century BC from applications of geometry to astronomical studies.
- A theorem in geometry: the square of the length of the hypotenuse of a right triangle equals the sum of the squares of the lengths of the other two sides.
- Two lines that meet at a polygon vertex.
- Is a generalization of the Pythagorean Theorem, which states that in a right triangle with sides of length we have .
- Two figures that share a common shape.
- A type of mean or average, which indicates the central tendency or typical value of a set of numbers by using the product of their values (as opposed to the arithmetic mean which uses their sum).
- In mathematics, the ____ is a trigonometric function of an angle.
- A line that divides a segment into two equal parts.
- A line which touches a circle or ellipse at just one point.
- A set of three integers a, b, c which form the sides of a right angled triangle.
- When two quantities always have the same size in relation to each other.
Down
- The ratio of any two corresponding lengths in two similar geometric figures.
- A right triangle with some regular feature that makes calculations on the triangle easier, or for which simple formulas exist.
- The longest side of a right triangle.
- In a right angled triangle, the ______ of an angle is: The length of the adjacent side divided by the length of the hypotenuse. The abbreviation is cos.
- A transformation (notation ) that produces an image that is the same shape as the original, but is a different size.
- The relationship between two things when the quantities of the two are equal in ratios.
- A triangle in which one angle is a right angle (that is, a 90-degree angle). Similar triangles -Two triangles are similar if and only if the corresponding sides are in proportion and the corresponding angles are congruent.
- The perpendicular distance from the vertex of a figure to the side opposite the vertex.
- Lines that are at right angles (90°) to each other.
22 Clues: The longest side of a right triangle. • Two figures that share a common shape. • Two lines that meet at a polygon vertex. • Lines that are at right angles (90°) to each other. • A line that divides a segment into two equal parts. • A line which touches a circle or ellipse at just one point. • In mathematics, the ____ is a trigonometric function of an angle. • ...
M1T1 Geometry Vocabulary 3 2021-09-07
Across
- a triangle in which all three sides have different lengths
- a shape with three angles and three sides
- a parallelogram with four equal sides and sometimes one with no right angles
- has two equal sides, sometimes called legs
- a flat closed shape having 4 straight sides, with one pair of parallel sides
- a triangle whose all three sides and interior angles are equal
- a 4-sided flat shape with straight sides where all interior angles are right angles
- a closed shape with straight sides (ex: rectangles, triangles, hexagons,...)
- a plane figure with four equal sides and four right angles
Down
- a triangle with all three sides of equal length
- a triangle where all three internal angles are acute
- a triangle in which one of the interior angles measures more than 90 degrees
- a flat shape with 4 straight sides where opposite sides are parallel
- a triangle with a right angle
- has four-sides, it is a 2-dimensional, closed, and has straight sides
15 Clues: a triangle with a right angle • a shape with three angles and three sides • has two equal sides, sometimes called legs • a triangle with all three sides of equal length • a triangle where all three internal angles are acute • a triangle in which all three sides have different lengths • a plane figure with four equal sides and four right angles • ...
math 9 2023-03-20
Across
- It goes on and on in both directions. It is drawn with an arrow on each end
- lines are always the same distance apart. They will never touch.
- Polygon with 5 sides
- Polygon with 9 sides
- A triangle in which at least 2 sides are equal.
- A triangle in which all 3 sides are equal
- A triangle in which one and only one angle is 90˚
Down
- A triangle in which all 3 angles are less than 90˚
- A triangle in which all 3 angles are the same measure.
- A closed figure formed by line segments so that each segment intersects exactly two others, but only at their endpoints.
- lines are two lines that intersect to form right angles.
- lines are two lines that cross each other
- A triangle in which all 3 sides are different lengths.
- A triangle in which one and only one angle is greater than 90˚& less than 180˚
- Comparison between two ratio.
15 Clues: Polygon with 5 sides • Polygon with 9 sides • Comparison between two ratio. • lines are two lines that cross each other • A triangle in which all 3 sides are equal • A triangle in which at least 2 sides are equal. • A triangle in which one and only one angle is 90˚ • A triangle in which all 3 angles are less than 90˚ • ...
Angles and Triangles 2022-04-26
Across
- a triangle that has 3 acute angles.
- two angles whose sum is 90 degrees.
- a triangle that has 3 congruent sides.
- a triangle that has 1 right angle.
- a triangle that as no congruent sides.
- angles that share a vertex and common side.
- angles formed by two intersecting lines that are opposite (diagonal) of each other and have equal measure.
- two angles whose sum is 180 degrees.
Down
- a triangle that as 3 congruent acute angles (60 degrees)
- a triangle that as at least two congruent sides.
- angles that are related because they have the same measure.
- formed by two rays with a common endpoint.
- an angle that measures less than 90 degrees.
- a triangle that has 1 obtuse angle.
- an angle that measures greater than 90 degrees but less than 180 degrees.
15 Clues: a triangle that has 1 right angle. • a triangle that has 3 acute angles. • two angles whose sum is 90 degrees. • a triangle that has 1 obtuse angle. • two angles whose sum is 180 degrees. • a triangle that has 3 congruent sides. • a triangle that as no congruent sides. • formed by two rays with a common endpoint. • angles that share a vertex and common side. • ...
S2 M4 Crossword - Amelia McFalls 2022-02-27
Across
- Perpendicular lines have slopes that are opposite and ___________.
- My Name is ______ McFalls.
- Triangle with a 90° angle and 2 acute angles
- A= ½ (b₁+ b₂) h is the area of a _________.
- y=mx+b is slope _________ form.
- Triangle with 3 congruent sides.
- A symmetrical triangle with at 2 congruent sides
Down
- Triangle with no congruent sides or angles.
- y-y₁= m(x-x₁) is _____-slope form.
- d= √(x₂ - x₁)² + (y₂ - y₁)² is the ________ formula.
- A= bh is the area of a _____________.
- A= ½ bh is the area of a ________.
- A= lw is the area of a ________.
- ________ lines have slopes that are equal
- Ax + By = C is ________ form.
15 Clues: My Name is ______ McFalls. • Ax + By = C is ________ form. • y=mx+b is slope _________ form. • A= lw is the area of a ________. • Triangle with 3 congruent sides. • y-y₁= m(x-x₁) is _____-slope form. • A= ½ bh is the area of a ________. • A= bh is the area of a _____________. • ________ lines have slopes that are equal • Triangle with no congruent sides or angles. • ...
Triangles- by Manaswini 2015-10-10
Across
- the sum of square of the base and perpendicular is "________"
- a closed figure with 3 sides is called a "________"
- a theorem used to find sides of a right angled triangle is "________" theorem
- if a line divides any 2 sides of an triangle in the same ratio then the line is "________" to the 3rd side
- bpt is also known as "________" theorem
- ratio of "________" of 2 similar triangles is equal to square of ratio of corresponding angles
Down
- a triangle with all sides of different measure is a "________" triangle
- a triangle with all sides equal is a "________" triangle
- a "________" divides a triangle in 2 equal halves
- the sum of "________" angles of a triangle is 180 degrees
- in a triangle if square of one side is equal to the sum of square of other 2 sides then the angle opposite to the 1st side measure "________"
- if the corresponding angles of triangle abc and triangle def are equal the triangles are "________"
12 Clues: bpt is also known as "________" theorem • a "________" divides a triangle in 2 equal halves • a closed figure with 3 sides is called a "________" • a triangle with all sides equal is a "________" triangle • the sum of "________" angles of a triangle is 180 degrees • the sum of square of the base and perpendicular is "________" • ...
Geometry Triangle Quadrilaterals 2021-09-27
Across
- ___________ triangle has 3 acute angles
- The ______ angles of a trianle = 180 degrees
- Parallelogram, but all sides are = all angles =90 degrees
- Angles on a __________line = 180 degrees
- = 360 degrees
- ______________ angles = 90 degrees
- The ________ angle of a triangle is equal to the sum of the opposite and non-adjacent interior angles.
- a____________ triangle has one obtuse angle
- Both pairs of opposite sides are parallel and equal
Down
- Parallegram but all sides are equal
- Interior angles of a ___________= 360 degrees
- a Triangle that has two equal sides
- One pair opposite sides are parallel
- Parallelogram,but angles = 90 degrees, opposites sides are equal
- _____________opposite angles are equal(form an x)
- _________ angled triangle has one 90 degree angle
16 Clues: = 360 degrees • ______________ angles = 90 degrees • Parallegram but all sides are equal • a Triangle that has two equal sides • One pair opposite sides are parallel • ___________ triangle has 3 acute angles • Angles on a __________line = 180 degrees • a____________ triangle has one obtuse angle • The ______ angles of a trianle = 180 degrees • ...
Bermuda Triangle 2022-06-18
Across
- unreasonable changes of mood
- strange and frightening
- not having or needing a crew or staff
- someone who goes on a long trip, especially on a ship; explorer
- providing or supplying something for use
- without suffering any injury, damage, or harm
Down
- a) the practice of attacking and robbing ships at sea b)the unauthorised use or reproduction of another's work
- moving unsteadily or violently; not stable or calm
- very strange or unusual
- a meeting point of two lines that form an angle
- scattered pieces of rubbish or remains
11 Clues: very strange or unusual • strange and frightening • unreasonable changes of mood • not having or needing a crew or staff • scattered pieces of rubbish or remains • providing or supplying something for use • without suffering any injury, damage, or harm • a meeting point of two lines that form an angle • moving unsteadily or violently; not stable or calm • ...
Health Triangle 2019-09-23
Across
- A combination of physical, mental, emotional and social well being
- Spend _____ with both friends and family
- You should get at least 8 hours of ______ each night
- You should eat ______ foods
- your thoughts and feelings
- You should express your ____ in healthy ways
Down
- A way to improve your physical health is to get regular physical ______
- A state of balanced health
- the condition of your body
- Being healthy means keeping your health triangle in _______
- The way you relate to other people
11 Clues: A state of balanced health • the condition of your body • your thoughts and feelings • You should eat ______ foods • The way you relate to other people • Spend _____ with both friends and family • You should express your ____ in healthy ways • You should get at least 8 hours of ______ each night • Being healthy means keeping your health triangle in _______ • ...
Health Triangle 2023-11-06
Across
- A combination of physical, mental, emotional and social well being
- Spend _____ with both friends and family
- You should get at least 8 hours of ______ each night
- You should eat ______ foods
- your thoughts and feelings
- You should express your ____ in healthy ways
Down
- A way to improve your physical health is to get regular physical ______
- A state of balanced health
- the condition of your body
- Being healthy means keeping your health triangle in _______
- The way you relate to other people
11 Clues: A state of balanced health • the condition of your body • your thoughts and feelings • You should eat ______ foods • The way you relate to other people • Spend _____ with both friends and family • You should express your ____ in healthy ways • You should get at least 8 hours of ______ each night • Being healthy means keeping your health triangle in _______ • ...
Geometry CH6 Lessons 6.3 thru 6.8 Vocab 2026-02-25
Across
- a segment that connects the two midpoints of two sides of a triangle.
- states that the medians of a triangle intersect at a point, called the centroid, that is two thirds of the distance from each vertex to the midpoint of the opposite side.
- states that if one side of a triangle is longer than another side of the triangle, then the angle opposite the longer side is larger than the angle opposite the shorter side.
- states that a midsegment of a triangle is parallel to a side of the triangle, and its length is half the length of that side.
- states that the sum of any two side lengths of a triangle is greater than the third side length.
Down
- states that if two sides of one triangle are congruent to two sides of another triangle, and the third sides are not congruent, then the larger included angle is across from the longer third side.
- states that if one angle of a triangle is larger than another angle of the triangle, then the side opposite the larger angle is longer than the side opposite the smaller angle.
- a perpendicular segment that connects a vertex to the opposite side or a line containing the opposite side.
- states that if two sides of one triangle are congruent to two sides of another triangle, and the included angles are not congruent, then the longer third side is across from the larger included angle.
- The point of concurrency of the three altitudes of a triangle is the orthocenter of the triangle.
- a segment that connects a vertex to the midpoint of the opposite side.
- The point of concurrency of the three medians of a triangle is always inside the triangle and is called the centroid of the triangle. The centroid is also called the center of gravity of the triangle.
12 Clues: a segment that connects the two midpoints of two sides of a triangle. • a segment that connects a vertex to the midpoint of the opposite side. • states that the sum of any two side lengths of a triangle is greater than the third side length. • The point of concurrency of the three altitudes of a triangle is the orthocenter of the triangle. • ...
Unit 2 Vocabulary 2021-12-13
Across
- a triangle that has 1 angle that is greater than 90-degrees.
- the measurements of a figure.
- a shape with 6 sides.
- where 2 lines meet INSIDE a shape.
- a shape with multiple shapes put together
- a line that has 2 end points.
Down
- a shape with 8 sides.
- a shape with 5 sides.
- where 2 lines meet on a shape.
- the distance around a figure.
- the number of squares that covers a surface.
- a mathematical rule that you follow to solve a problem.
- a triangle that has angles that are less than 90-degrees.
- a triangle with 2 equal sides.
- a triangle that has a 90-degree angle.
- a triangle with all equal sides.
16 Clues: a shape with 8 sides. • a shape with 5 sides. • a shape with 6 sides. • the distance around a figure. • the measurements of a figure. • a line that has 2 end points. • where 2 lines meet on a shape. • a triangle with 2 equal sides. • a triangle with all equal sides. • where 2 lines meet INSIDE a shape. • a triangle that has a 90-degree angle. • ...
flemdawgs awesome puzzle 2021-12-07
Across
- my nickname
- my name
- reflections preserve what properties
- Any angle over 90
- a triangle where no sides equal
- when 3 points of triangle are on circle it forms a right angle
- two angles that add up to 180
- two angles that add up to 90
- The theorem that states an angle with all three points on a triangles measurement is half of the angles arc
Down
- a triangle where at least 2 sides equal
- a 90 degree angle
- triangle where all the sides equal
- two triangles that are the same
- any angle under 90
- three sided shape
15 Clues: my name • my nickname • a 90 degree angle • Any angle over 90 • three sided shape • any angle under 90 • two angles that add up to 90 • two angles that add up to 180 • a triangle where no sides equal • two triangles that are the same • triangle where all the sides equal • reflections preserve what properties • a triangle where at least 2 sides equal • ...
geometry crossword 2021-12-07
Across
- a line that splits between to lines equally
- the circle that touches all points on a polygon
- the center of the triangle
- my last name and name found on basketballs
- two angles that are in the same line
- two lines intercepts at 90
- the longest side of a triangle
- my first name
- a type of triangle with equal sides angles
Down
- angle over 90 degrees
- type of triangle where no sides are equal
- the circle inside a polygon that touches the sides
- type of triangle with two equal sides
- two angles that togeather equal 90 degrees
- the type of angle that is 90 degrees
15 Clues: my first name • angle over 90 degrees • the center of the triangle • two lines intercepts at 90 • the longest side of a triangle • two angles that are in the same line • the type of angle that is 90 degrees • type of triangle with two equal sides • type of triangle where no sides are equal • two angles that togeather equal 90 degrees • my last name and name found on basketballs • ...
flemdawgs awesome puzzle 2021-12-07
Across
- my nickname
- my name
- reflections preserve what properties
- Any angle over 90
- a triangle where no sides equal
- when 3 points of triangle are on circle it forms a right angle
- two angles that add up to 180
- two angles that add up to 90
- The theorem that states an angle with all three points on a triangles measurement is half of the angles arc
Down
- a triangle where at least 2 sides equal
- a 90 degree angle
- triangle where all the sides equal
- two triangles that are the same
- any angle under 90
- three sided shape
15 Clues: my name • my nickname • a 90 degree angle • Any angle over 90 • three sided shape • any angle under 90 • two angles that add up to 90 • two angles that add up to 180 • a triangle where no sides equal • two triangles that are the same • triangle where all the sides equal • reflections preserve what properties • a triangle where at least 2 sides equal • ...
Lilli Capps 2023-09-21
Across
- the world's most populous country
- the most used social media platform by teens in 2022
- plane that went missing in the Bermuda Triangle
- sport often compared to the sport Cricket
- sea south of the Dominican Republic
- capitol inside the Bermuda Triangle
- place in England where the Prime Meridian passes through
- cause of Roberto Clemente's death
Down
- second post popular sport in the world
- assumed cause of incidents in the Bermuda Triangle
- the "inspiring teen" on page 5
- tropical storm on page 20
- state near the Bermuda Triangle
- animal that burgers come from
- ocean where the Bermuda Triangle is located
15 Clues: tropical storm on page 20 • animal that burgers come from • the "inspiring teen" on page 5 • state near the Bermuda Triangle • the world's most populous country • cause of Roberto Clemente's death • sea south of the Dominican Republic • capitol inside the Bermuda Triangle • second post popular sport in the world • sport often compared to the sport Cricket • ...
Geometry 2018-12-12
Across
- Lines that do not intersect | Segment R is congruent to segment S.
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- Sentence made based upon a figure | D is the midpoint of segment BC.
- Having the same size and shape. | Can be used to define two different line segments.
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
Down
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
- Statement that is being proved is assumed to be false | This is not true because _____.
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- Changes position of figure but not other properties. | Translations are this.
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
Geometry 2018-12-12
Across
- Statement that is being proved is assumed to be false | This is not true because _____.
- Having the same size and shape. | Can be used to define two different line segments.
- An arc whose endpoints lie on the endpoints of the diameter, | The measure of this arc is 180 degrees.
- This has two points that lie on a circle with all points in between. | The unbroken part of a circle.
- An arc whose endpoints are on the exterior of a corresponding central angle. | The measure of this arc is equal to 360 degrees minus the central angle.
- Motions, Size or shape changes as it moves position. | Dilation is this type of motion.
- A triangle in which has two equal sides. | Is almost like an equilateral triangle, but not quite.
- A line that intersects a circle at exactly one point. | The point of tangency is where this and a circle intersect.
- Changes position of figure but not other properties. | Translations are this.
- An angle formed by one side of a polygon and the extension of an adjacent side. | Is complimentary with adjacent angle.
- A triangle whose sides are all equal. | Is almost like an isosceles triangle but one thing about this shape differs.
- Nonadjacent angle formed by two intersecting lines | This is called a kissing angle, too.
- An angle less than 180 degrees. | This angle's vertex lies at the center of a circle.
- A triangle that has three congruent angles. | The angles of this triangle are all 60*
- Argument using logic to prove conclusion as true | 'Given' is a word commonly used for this.
- Two angles whose sum is 180 degrees. | 60 and 120 are _____________ ______.
- Its endpoints lie on the circle at the halfway point. | This is twice the radius.
Down
- Maps points onto other points of a plane | Rigid and non-rigid motions are this.
- An angle formed by two sides that share a common vertex. | Any of the angles of a triangle can be this.
- Segment whose endpoints lie on a circle | Makes up the inscribed angle.
- An angle of a triangle that is formed by the legs of a triangle. | This is the angle between the two other angles of a triangle.
- This is formed by swapping the hypothesis and conclusion. | The opposite of something.
- Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______.
- The distance along a circular arc measured in linear units. | This is found by the formula named after this concept.
- An angle whose vertex is on a circle | Angle whose sides contain chords of the circle.
- Sentence made based upon a figure | D is the midpoint of segment BC.
- Its endpoints are on a circle and at its center at the halfway point. | This is half of the diameter.
- Lines that do not intersect | Segment R is congruent to segment S.
- An arc whose points are on or in the interior of a corresponding interior angle. | The measure of this arc is equal to the measure of the central angle.
- This supports and proves statements. | An example of this is, 'Definition of midpoint.'
30 Clues: Lines that do not intersect | Segment R is congruent to segment S. • Sentence made based upon a figure | D is the midpoint of segment BC. • Segment whose endpoints lie on a circle | Makes up the inscribed angle. • Two angles whose sum is 90 degrees. | 45 and 45 are _____________ ______. • ...
crossword puzzle 2021-12-07
Across
- the space between two lines or planes that intersect
- a plane curve with every point equidistant from the center
- relation with respect to comparative quantity or magnitude
- of equal importance, rank, or degree
- determine the dimensions of something or somebody
- triangle is a triangle whose interior angles are all acute
- a line enclosing a plane area
- relating to or situated in or extending toward the middle
- a triangle with two equal sides
- the property created by the space between two objects
Down
- an area that is in the middle of some larger region
- elevation above sea level or above the earth's surface
- the length of a straight line through the center of a circle
- triangle a triangle that contains an obtuse interior angle
- in or near an inner area
- angle the 90 degree angle between two perpendicular lines
- a group of nearly parallel lines of electromagnetic radiation
- being everywhere equidistant and not intersecting
- a point equidistant from the ends of a line or the extremities of a figure
- the length of the closed curve of a circle
- angle an angle between 90 and 180 degrees
21 Clues: in or near an inner area • a line enclosing a plane area • a triangle with two equal sides • of equal importance, rank, or degree • angle an angle between 90 and 180 degrees • the length of the closed curve of a circle • determine the dimensions of something or somebody • being everywhere equidistant and not intersecting • ...
Trigonometry 2024-04-17
Across
- theorem used to find side measurements of a triangle
- answer when solution is a zero divided by any number
- equals opposite side over hypotenuse side
- abbreviation for cosine
- side of a triangle that has both theta and right angle.
- measurement of angles using pi
- found by measuring how far angle is away from x axis
- function used when finding angles
- name of the Greek letter used for angles
- measurement of angles
- equals 180 degrees in radian form
- triangle with a right angle
- side of triangle that across from theta
- father of trigonometry
Down
- found by adding and substracting 360
- coordinate point that can be found on the unit circle
- the branch of mathematics concerned with specific functions of angles and their application to calculations
- reciprocal of tangent
- answer when the solution involves dividing by zero
- reciprocal of sin
- circle with radius of one
- reciprocal of cosine
- side of a triangle opposite of the right angle
- equals 360 degrees in radian form
- abbreviation for tangent
25 Clues: reciprocal of sin • reciprocal of cosine • reciprocal of tangent • measurement of angles • father of trigonometry • abbreviation for cosine • abbreviation for tangent • circle with radius of one • triangle with a right angle • measurement of angles using pi • function used when finding angles • equals 180 degrees in radian form • equals 360 degrees in radian form • ...
exam practice 2023-06-02
Across
- the number an equal distance from 0 in the other direction (5 and -5)
- two lines with the same slope
- two lines with the opposite reciprocal slope
- A triangle with two sides that are the same length
- a number greater than 0
- two numbers that multiply to equal 1
- The space a 2-d figure contains
- A triangle with no sides that are the same length
- The space a 3-d figure contains
- A triangle with a 90 degree angle
- A triangle with all angles less than 90 degrees
Down
- A triangle with an angle greater than 90 degrees
- Two ratios that are equivalent
- The distance around a 2-d figure
- The rise of a graph divided by the run
- where the line crosses the y axis
- where the line crosses the x axis
- a number less than 0
- a number written as a/b, a:b, or a to b
- The area around a 3-d figure
- An unknown number
- the horizontal (left and right) axis
- the vertical (up and down) axis
23 Clues: An unknown number • a number less than 0 • a number greater than 0 • The area around a 3-d figure • two lines with the same slope • Two ratios that are equivalent • The space a 2-d figure contains • the vertical (up and down) axis • The space a 3-d figure contains • The distance around a 2-d figure • where the line crosses the y axis • where the line crosses the x axis • ...
Woke up in precalc 2013-06-10
Across
- how wide a triangle is
- a group of people
- angle with pi
- angle without pi
- longest side
- opposite over adjacent
- trigonometric function starts with T
Down
- adjacent over hypotenuse
- angle
- trigonometric function starts with C
- Abbreviation of Hall On Virgina Avenue
- measure of space between two intersecting lines
- explosion of stars
- side next to angle
- trigonometric function starts with S
- opposite over hypotenuse
- side infornt of angel
- three sided geometric figure
- trig function to the power of negative one
- how long a triangle is
20 Clues: angle • longest side • angle with pi • angle without pi • a group of people • explosion of stars • side next to angle • side infornt of angel • how wide a triangle is • opposite over adjacent • how long a triangle is • adjacent over hypotenuse • opposite over hypotenuse • three sided geometric figure • trigonometric function starts with C • trigonometric function starts with S • ...
Geometry cross 2025-03-31
Across
- triangle Two sides are perpendicular
- Made up of line segments
- quadrilateral with two pairs of parallel sides
- Middle of a line segment
- Infinite length
- Surface messurement
- angle vertex circle
- polygon A direct polygon
- idealized geometrical model of light
- Swapped parts
- angle 90 degres
Down
- Comparison of numbers
- circle Intersects circle
- Never intersect
- AB=CD
- triangle all three angles are equal
- Vertex to midpoint
- Pythagorean theorem
- center of circle
- triangle a side with equal legnth and messure
- Proven statements
21 Clues: AB=CD • Swapped parts • Never intersect • Infinite length • center of circle • Proven statements • Vertex to midpoint • Surface messurement • Pythagorean theorem • Comparison of numbers • angle 90 degres • Made up of line segments • Middle of a line segment • polygon A direct polygon • circle Intersects circle • angle vertex circle • ...
Math Terms 2012-11-18
Across
- triangle a triangle that has no congruent sides
- a figure formed by two rays with a common endpoint or a vertex
- lines lines that form right angles
- a quadrilateral with 2 pairs of parallel sides
- lines lines that never intersect and go on forever
- triangle a triangle which all sides are congruent
- a point where two sides intersect
- lines lines that are in different planes that never intersect or are parallel
- a lines that starts at one end point and goes on forever
- a polygon or a quadrilateral that has four right angles and opposite sides are congruent
- angle an that measures less than 90 degrees
- angle an angle that measures more than 90 degrees but less than 180 degrees
- a polygon or quadrilateral that has 4 congruent sides and four right angles
Down
- a closed plane figure
- a quadrilateral with only one pair of parallel sides
- angles 2 angles that up to 180 degrees
- angles a pair of angles that are across from each other and are congruent and are formed by intersecting lines
- angle measures exactly 180 degrees
- angles 2 angles that add up to 90 degrees
- polygon a polygon which all sides and angles are congruent
- triangle a triangle with 2 congruent sides
- a straight path that goes on without end in opposite directions
22 Clues: a closed plane figure • angle measures exactly 180 degrees • lines lines that form right angles • angles 2 angles that up to 180 degrees • a point where two sides intersect • angles 2 angles that add up to 90 degrees • triangle a triangle with 2 congruent sides • angle an that measures less than 90 degrees • a quadrilateral with 2 pairs of parallel sides • ...
Geometric Crossword 2023-04-14
Across
- a pair of lines that do not intersect and are not parallel to each other
- a segment conection the midpoints of two sides of a triangle
- a segment whose endpoints are a vertex of a triangle and the midpoint of the opposite side
- the length along a line that is in the same place as another line
- a location represented by a dot
- an angle that measures 90 degrees
- measures less than 90 degrees
- the distance around the edge of a shape
- a triangle having two sides of equal length
- the point of concurrency of the altitude of a triangle
Down
- a statement that can be proved to be true based on known and proved facts
- a measure of the steepness of a line
- a line that crosses at least two other lines
- the three perpendicular bisectors of a triangle interact in one point
- the middle point of a line segment
- a line that divides the one into two different parts
- when two straight lines or rays meet at a common endpoint or vertex
- more than 90 degrees
- a part of a line or curve between two points
- triangle with all three sides of equal length
- a logical argument that will explain why a statement is true
- equal shapes and sizes can be placed over each other
22 Clues: more than 90 degrees • measures less than 90 degrees • a location represented by a dot • an angle that measures 90 degrees • the middle point of a line segment • a measure of the steepness of a line • the distance around the edge of a shape • a triangle having two sides of equal length • a line that crosses at least two other lines • ...
Important Geometry Vocab 2024-03-11
Across
- a quadrilateral with 4 congruent sides. Also, a parallelogram.
- opposite/adjacent. Trig function.
- has 2 dimensions and represented by a shape similar to a wall or floor. Extends without end.
- a segment that bisects an angle of a triangle. Has 1 endpoint at a vertex of the triangle.
- an angle formed by 2 sides. Uses SAS.
- opposite/hypotenuse. Trig function.
- formed by 3 sides. Noncollinear points.
- adjacent/hypotenuse. Trig function.
- study trigonometric of triangles. It also studies trigonometric functions and their applications
- a segment from a vertex of a triangle. Perpendicular to side.
- in a triangle, a segment that joins a vertex. the triangle and midpoint of the opposite side.
Down
- a quadrilateral with 4 equal sides and 4 congruent angles. Also a parallelogram.
- a closed figure in a plane. Segments only intersect at midpoints.
- a^2+b^2=c^2. Pythagerous made.
- a quadrilateral with 4 right angles. It is also a parallelogram.
- a statement that can be easily proved. It is proved with a therom.
- has one dimension sion and extends without end. Represented as a line with arrowheads.
- has no dimension and is represented by a small dot. gets plotted on a plane.
- the point of concurrency. Always located on the interior.
- a quadreilater with exactly 1 pair of parallel sides. There are 2 types.
20 Clues: a^2+b^2=c^2. Pythagerous made. • opposite/adjacent. Trig function. • opposite/hypotenuse. Trig function. • adjacent/hypotenuse. Trig function. • an angle formed by 2 sides. Uses SAS. • formed by 3 sides. Noncollinear points. • the point of concurrency. Always located on the interior. • a segment from a vertex of a triangle. Perpendicular to side. • ...
Saxon Chapters 33-50 2022-11-10
Across
- a graph that uses rectangles to show numbers of measurements
- number found when the sum of two or more numbers is divided by the number of addends in the sum
- a number that is distant from most of the other numbers in a list of data
- a triangle with at least two sides of equal length
- a triangle whose largest angle measures less than 90 degrees
- a triangle with three sides of different length
- a quadrilateral with exactly one pair of parallel sides
- a triangle with all sides equal in length
- a graph that connects points to show how information changes over time
Down
- information gathers from observation or calculations
- the number of times an event or outcome occurs
- a quadrilateral that has four right angles
- a ________ number is a whole number and a fraction
- a triangle whose largest angle measures greater than 90 degrees and less than 180 degrees
- a quadrilateral that has two pairs of of parallel sides
- a method of plotting a et of numbers by placing a mark above a number on a number line each time it occurs
- a rectangle with all four sides of equal lengths
- a triangle whose largest angle measures 90 degrees
- a group of data points that are very close together
- a parallelogram with all four sides of equal length
20 Clues: a triangle with all sides equal in length • a quadrilateral that has four right angles • the number of times an event or outcome occurs • a triangle with three sides of different length • a rectangle with all four sides of equal lengths • a ________ number is a whole number and a fraction • a triangle with at least two sides of equal length • ...
Geometry Vocab 2025-01-28
Across
- the intersection point of all the three interior angle bisectors of a triangle
- the parts that appear in identical places in two similar shapes, in a triangle: sides that are in the same position in different triangles
- lines that are the same distance away from each other
- a line segment drawn from the vertex of the triangle to the opposite side, forming a perpendicular angle with that side
- point where three or more lines or rays intersect with each other
- corresponding sides maintain a constant ratio
- the point where all three medians of a triangle intersect
Down
- figures that have the same ratio of corresponding sides and equal pair of corresponding angles
- a line perpendicular to a side of a triangle and passing through its midpoint
- a straight line that divides the angle into two congruent angles
- a set of lines that all intersect at a single point of a triangle
- a point where the perpendicular bisectors of the three sides of a triangle intersect
- the point where all three altitudes of a triangle intersect
- a line segment joining a vertex of the triangle to the midpoint of the opposite side
14 Clues: corresponding sides maintain a constant ratio • lines that are the same distance away from each other • the point where all three medians of a triangle intersect • the point where all three altitudes of a triangle intersect • a straight line that divides the angle into two congruent angles • a set of lines that all intersect at a single point of a triangle • ...
Chapter 8 Vocabulary 2024-02-20
Across
- You can use ___________ Trigonometric Ratios (Like sin^-1) to find angle measures.
- Can be used to solve a triangle if you know the measures of two sides and the included angle.
- A mnemonic device for learning sine, cosine, and tangent.
- A set of three nonzero whole numbers that satisfy the Pythagorean Theorem.
- The study of angles.
- A segment from the vertex of a triangle and perpendicular to the opposite side.
- The length of a vector.
- The angle formed by a horizontal line and a line of sight above the horizontal line.
- This is the abbreviation for Cosine
- The square root of the product of two numbers.
- The angle formed by a horizontal line and a line of sight below the horizontal line.
- This is the reciprocal of the Cosine Function.
- The form of a vector that describes it in terms of its x and y components.
- The ratio of the opposite side to the hypotenuse of a right triangle.
- This is the abbreviation for Sine
- The ratio of the adjacent side to the hypotenuse of a right triangle.
- A quantity that has both a magnitude and direction.
- This is the reciprocal of the Sine function.
Down
- 45-45-90 and 30-60-90 triangles are called _______ Right Triangles.
- Vector Addition, Vector Subtraction, and Scalar Multiplication are types of _________ __________.
- The side across from the 90 degree angle in a right triangle.
- This is the reciprocal of the Tangent Function.
- This theorem states a squared plus b squared equals c squared.
- A mathematician from Cyrene who used the angle of elevation of the sun to measure the circumference of the Earth.
- A ratio of the lengths of two sides of a right triangle.
- The angle formed by a vector with a vertical or horizontal line.
- This is the abbreviation for Tangent
- To _______ a triangle means to find the measure of all sides and all angles.
- A point in three-dimensional space.
- A vector whose initial point is the origin is said to be in this.
- The sum of two or more vectors.
- The two sides that form the 90 degree angle in a right triangle.
- The ratio of the opposite side to the adjacent side of a right triangle.
- Can be used to find side lengths and angle measures for any triangle.
34 Clues: The study of angles. • The length of a vector. • The sum of two or more vectors. • This is the abbreviation for Sine • This is the abbreviation for Cosine • A point in three-dimensional space. • This is the abbreviation for Tangent • This is the reciprocal of the Sine function. • The square root of the product of two numbers. • This is the reciprocal of the Cosine Function. • ...
2D motion 2022-09-30
Across
- The ratio of the adjacent side to the hypotenuse of a right triangle, relative to the θ.
- The path of a projective through space.
- The ratio of the opposite side to the adjacent side to the opposite side of a right triangle, relative to the θ
- The angle and direction of a vector.
- The side of the right triangle adjacent to a chosen angle
- 0 m/s
- Displacement in the x-direction. The range.
- The velocity component in the y-direction/vertical direction
- The side of the right triangle opposite of a chosen angle.
Down
- The acronym to recall sin, cos, and tan trig ratios.
- The velocity component in the x-direction/horizontal direction
- 0 m/s^2
- The shape of the trajectory of the projectile
- The ratio of the opposite side to the hypotenuse of a right triangle, relative to the θ.
- a^2+b^2=c^2
- due to GravityYDirectionVertical, -9.8 m/s^2
- An objective shot through the air, such as a football, that has independent vertical and horizontal motions and, after receiving an initial thrust, travels through the air only under the force of gravity.
- Displacement in the y-direction. The height.
- The longest leg of a right triangle
19 Clues: 0 m/s • 0 m/s^2 • a^2+b^2=c^2 • The longest leg of a right triangle • The angle and direction of a vector. • The path of a projective through space. • Displacement in the x-direction. The range. • due to GravityYDirectionVertical, -9.8 m/s^2 • Displacement in the y-direction. The height. • The shape of the trajectory of the projectile • ...
