triangles Crossword Puzzles
SIMILAR TRIANGLES 2020-04-28
Across
- largest side in right angle triangle
- mathematician related to basic proportionality theorm
- type of triangle pythagoras theorem explains
- type of quadraleterals which are similar figures
- two similar triangles which of their areas are equal
Down
- another name to Boudhayan theorem
- type of triangles which are similar figures
- a polygon which all sides and angles are equal
- all squares, all circles but not all triangles
- value of x in ΔABC, where DE∥BC, AD/DB=4/8 and AE/EC=6/X
10 Clues: another name to Boudhayan theorem • largest side in right angle triangle • type of triangles which are similar figures • type of triangle pythagoras theorem explains • a polygon which all sides and angles are equal • all squares, all circles but not all triangles • type of quadraleterals which are similar figures • two similar triangles which of their areas are equal • ...
Triangles and Angles 2022-05-17
Across
- angles that cross
- angle between 180 and 360 degrees
- slope of to lean in a certain direction
- to calculate how much there is of something
- the lowest part or edge of something, especially the part on which it rests or is supported.
- an angle = 360 degree
- angles inside a shape
- 2 angles=90 degrees
- a right angle
- shaped as a triangle
- highest point
- an angle larger then 90
Down
- a triangle with a right angle
- the space between two intersecting lines or surfaces
- the external form, contours, or outline of someone or something
- an angle less then 90
- 2 angles=180 degrees
- triangle with 3 unequal sides
- 2 lines that never intersect
- the angle between a side of a polygon and an extended adjacent side
20 Clues: a right angle • highest point • angles that cross • 2 angles=90 degrees • 2 angles=180 degrees • shaped as a triangle • an angle less then 90 • an angle = 360 degree • angles inside a shape • an angle larger then 90 • 2 lines that never intersect • a triangle with a right angle • triangle with 3 unequal sides • angle between 180 and 360 degrees • slope of to lean in a certain direction • ...
Polygons and Triangles 2023-11-16
Across
- a polygon with 9 sides
- The sum of the angles measures of a _________ is 180°.
- a polygon with 12 sides
- An __________ angle is an inside angle formed by two sides of a polygon with a common vertex.
- a polygon with 6 sides
- the sum of an exterior angle and the corresponding interior angle of any polygon are ___________
- a polygon with 10 sides
- a polygon with 3 sides
- a ______________polygon is a polygon where the diagonals are inside
- a polygon with n number of sides
Down
- a polygon with 5 sides
- a polygon with 7 sides
- a polygon with 4 sides
- a _____________ interior angle is an interior angle that is not adjacent to the exterior angle
- a polygon with 8 sides
- a line that connects two vertices of a polygon or a solid, whose vertices are not on the same edge.
- The measure of an exterior angle of a triangle is equal to the__________of the measures of its remote interior angles.
- Polygon Angle Sum ___________ The sum of the measures of the interior angles of a convex polygon with n sides is (n – 2) 180°.
- a ______________ polygon is a polygon where at least one diagonal is on the outside.
- a two-dimensional closed shape bounded with straight sides.
20 Clues: a polygon with 5 sides • a polygon with 9 sides • a polygon with 4 sides • a polygon with 8 sides • a polygon with 6 sides • a polygon with 3 sides • a polygon with 7 sides • a polygon with 12 sides • a polygon with 10 sides • a polygon with n number of sides • The sum of the angles measures of a _________ is 180°. • a two-dimensional closed shape bounded with straight sides. • ...
Math Review 2020-09-02
Across
- relate angles and sides in triangles
- reciprocal function of the cosine
- relate opposite and adjacent sides
- terminal coincide with one of the axes
- longest side in right triangles
- rotation is in clockwise direction
Down
- relate adjacent side and hypothenuse
- unit measure for angles
- initial side along the positive x axis
- portion of a circle
- part of a circumference
- relate opposite side and hypothenuse
- the measure equals 360 or 2pi
13 Clues: portion of a circle • unit measure for angles • part of a circumference • the measure equals 360 or 2pi • longest side in right triangles • reciprocal function of the cosine • relate opposite and adjacent sides • rotation is in clockwise direction • relate adjacent side and hypothenuse • relate angles and sides in triangles • relate opposite side and hypothenuse • ...
Geometry Vocabulary 2014-05-15
Across
- circles / Concentric objects share the same center, axis or origin. Circles, tubes, cylindrical shafts, disks, and spheres may be concentric to one another
- arcs / two arcs on a circle that share exactly one endpoint
- Postulate / If two sides and the included angle of a triangle are congruent to two sides and the included angle of another triangle, then the two triangles are congruent
- Postulate / If two sides and the included angle of a triangle are congruent to two sides and the included angle of another triangle, then the two triangles are congruent
- Postulate / If two angles and the included side of a triangle are congruent to two angles and the included side of another triangle, then the two triangles are congruent.
Down
- / a way to divide or share a quantity
- Postulate / If two angles and a non-included side of a triangle are congruent to two angles and the corresponding non-included side of another triangle, then the two triangles are congruent
- / Haveing the same shape but not the same size
- / the same shape as the original, but is a different size.
- postulate / if two triangles have corresponding sides equal in length, then the two triangles are congruent. It is one of the several ways to prove two triangles congruent.
10 Clues: / a way to divide or share a quantity • / Haveing the same shape but not the same size • / the same shape as the original, but is a different size. • arcs / two arcs on a circle that share exactly one endpoint • ...
Geometry Semester 1 terms 2023-12-06
Across
- two points that lie on the same line
- Two angles that have a sum of 90 are ____________
- When you negate the "if" and "then"
- When two angles and the included side of corresponding triangles are congruent
- __________ angles are angles that are across from each other and congruent
- The first reason in nearly every proof
- If a=b and b=c, then a=c is an example of the _________ property
- Two Lines that never intersect are ____________
- A(n) _________ angle measures less than 90 degress
- An if-then statement
- Two lines that intersect and form a right angle are _____________.
- When two sides and the non-included angle of corresponding triangles are congruent
- The part of the conditional that follows "then"
- A(n) _________ angle measures greater than 90 but less than 180
- The part of the conditional that follows "if"
- Two angles that have a sum of 180 are ___________
- An ___________ triangle has exactly 2 sides congruent
- Two lines that are neither parallel or perpendicular are ___________.
Down
- Where the line crosses the y-axis
- The _______ of a line is known as rise over run
- When you flip the "if" and "then"
- A(n) __________ angle measures exactly 90 degrees
- If a=b then b=a is an example of the __________ property
- The equation x=x is an example of the __________ property
- The point that lies in the middle of two other points
- An angle __________ is a ray that cuts an angle into two congruent angles
- When you flip and negate the "if" and "then"
- An __________ triangle has all congruent sides
- When two sides and the included angle of corresponding triangles are congruent
- A(n) __________ angle measures exactly 180 degrees
- When the side, side, and side of corresponding triangles are congruent
- The _____ of the 3 angles in a triangle always equals 180.
32 Clues: An if-then statement • Where the line crosses the y-axis • When you flip the "if" and "then" • When you negate the "if" and "then" • two points that lie on the same line • The first reason in nearly every proof • When you flip and negate the "if" and "then" • The part of the conditional that follows "if" • An __________ triangle has all congruent sides • ...
MATHS MA 2020-08-31
Across
- Similarity criterion in which corresponding sides of two triangles are in the same ratio.
- The region enclosed by two radii and the corresponding arc.
- Similarity criterion in which the corresponding angles of two triangles are equal.
- If area of two similar triangle are equal, then the triangles are __________
- A line which intersects the circle in exactly one point.
- The _________ theorem of arithmetic states that every composite number except for 1 can be expressed as product of it's primes.
- A collection of those points on a plane which are at a given constant distance from a given fixed point.
- In a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.
- Decimal number that keep on continuing after the decimal point and can't be expressed as a fractions.
- Two figures having same shape but not necessarily the same size are called ________
- A line which intersects the circle in two distinct points.
- A quadrilateral is ________ if all it's vertices lie on the circle.
Down
- Euclid's _________ lemma states that given positive integers a and b, there exists whole numbers q and r such that a=bq+r where, 0≤r<b.
- The region enclosed by a chord and the corresponding arc.
- The diagonals of a _________ divide each other proportionally.
- The ratio of the areas of two similar triangles are equal to the ratio of squares of any two __________ sides.
- There are _________ many positive primes.
- Numbers that can't be written in the form of p/q(p,q are integers ; q≠0).
- If a line is drawn parallel to one side of a triangle intersecting the other two sides,then it divides the two side in the same ratio.
- Similarity criterion in which two angles of one triangle are respectively equal to the two angles of other triangle.
20 Clues: There are _________ many positive primes. • A line which intersects the circle in exactly one point. • The region enclosed by a chord and the corresponding arc. • A line which intersects the circle in two distinct points. • The region enclosed by two radii and the corresponding arc. • The diagonals of a _________ divide each other proportionally. • ...
Right Triangles 2021-10-21
Across
- The theorem used to find missing sides on a triangle
- The longest side of a right triangle
- A branch of mathematics that uses sine, cosine, and tangent
- The ratio opposite over adjacent
Down
- The side across from the reference angle
- The ratio adjacent over hypotenuse
- The side next to the reference angle
- The ratio opposite over hypotenuse
- The number under the radical in the 30-60-90 special right triangle pattern
- The type of triangle we can use Pythagorean Theorem or Trigonometry to solve
- The number under the radical in the 45-45-90 special right triangle pattern
- The angle used for trigonometry problems
12 Clues: The ratio opposite over adjacent • The ratio adjacent over hypotenuse • The ratio opposite over hypotenuse • The side next to the reference angle • The longest side of a right triangle • The side across from the reference angle • The angle used for trigonometry problems • The theorem used to find missing sides on a triangle • ...
Circles and Triangles 2013-05-22
Across
- Type of triangle with one right angle
- The distance around a circle
- A line that intersects a circle at two points
- Type of triangle with at least two congruent sides
- Type of arc of a circle whose points are on or in the interior of a central angle
- Perpendicular segment from the vertex to the line containing the opposite side
- A broken part of a circle consisting of two points on the circle, called the endpoints, and all the points on the circle
- Point inside a circle that is the same distance from every point on the circle
- One of the two sides of the right triangle that form the right angle
- An arc of a circle whose endpoints lie on a diameter; half of circumference
- Type of arc of a cirlce whose points are on or in the exterior of a central angle
Down
- The opposite of the right angle of a right triangle
- Having the same size and shape; ≅
- a region inside a circle bounded by two radii of the circle and their intercepted arc
- The point of concurrency of the three perpendicular bisectors of a triangle
- Type of triangle with three congruent sides and angles that measure 60 degrees each
- In a right triangle, the ratio of the length of the leg adjacent to an angle to a leg opposite that same angle
- Type of triangle with three angles less than 90 degrees
- A segment that has endpoints on the circle and passes through the center; equals radius times two
- Point of concurrency of the three medians of a triangle AKA center of gravity
- A segment whose endpoints lie on a circle
21 Clues: The distance around a circle • Having the same size and shape; ≅ • Type of triangle with one right angle • A segment whose endpoints lie on a circle • A line that intersects a circle at two points • Type of triangle with at least two congruent sides • The opposite of the right angle of a right triangle • Type of triangle with three angles less than 90 degrees • ...
Geometry Terms- Triangles 2021-12-07
Across
- 1 obtuse angle.
- created by angle bisectors.
- 2 congruent sides.
- Three pairs of congruentsides in a triangle.
- Two angles and a side opposite them are congruent.
- (m<1= m<2+ m<3)
- created by altitudes.
- 3 congruent sides.
- A segment joining a vertex to the midpoint of the opposite side.
Down
- three medians intersect a triangle.
- (m<A + m<B + m<C =180)
- A line,segment, or ray that divides an angle into two equal parts.
- Two angles and an included side are congruent.
- Two sides and an included angle are congruent.
- no congruent sides.
- 3 acute angles.
- three perpendicular bisectors intersect a triangle.
- 1 right angle.
- 3 congruent sides.
- the hypotenuse leg and any one leg of a right angle are congruent.
- Joins the midpoints of two sides of a triangle.
21 Clues: 1 right angle. • 1 obtuse angle. • 3 acute angles. • (m<1= m<2+ m<3) • 2 congruent sides. • 3 congruent sides. • 3 congruent sides. • no congruent sides. • created by altitudes. • (m<A + m<B + m<C =180) • created by angle bisectors. • three medians intersect a triangle. • Three pairs of congruentsides in a triangle. • Two angles and an included side are congruent. • ...
Angles and Triangles 2022-03-18
Across
- the two angles that are inside the triangle and opposite from the exterior angle
- a triangle that has two sides of equal length
- all sides of the triangle are equal
- angles that have a common side and a common vertex (corner point), and don't overlap
- is straight and has no bends or curves: measures 180 degrees
- angle pair that sum to 180 degrees
- an angle that is greater than 90 degrees
- when a transversal crosses two parallel lines.; the angle on the inside
- non-adjacent angles that are congruent formed by the intersection of two lines
- A triangle with all sides of different lengths
- a 90 degree angle
Down
- the angles in matching corners when parallel lines are crossed by a transversal
- when a transversal crosses two parallel lines.; the angle on the outside
- they go on forever and never touch, have the same slope
- an angle less than 90 degrees
- Angles that add up to 90 degrees
- the line that goes through two parallel lines
- an angle that measures 180 degrees
- when two angles have the same measure
- a flat geometric figure that has three sides and three angles
20 Clues: a 90 degree angle • an angle less than 90 degrees • Angles that add up to 90 degrees • angle pair that sum to 180 degrees • an angle that measures 180 degrees • all sides of the triangle are equal • when two angles have the same measure • an angle that is greater than 90 degrees • a triangle that has two sides of equal length • the line that goes through two parallel lines • ...
Maths crossword 2020-07-06
Across
- One out of three measures of central tendency.
- Equations that have a solution are called _______ pair of linear equations.
- Are well defined steps which gives a procedure to solve out a type of problem.
- events E and not E are _______ events.
Down
- The distance from the y coordinate.
- triangles If corresponding angles of two triangles are equal then they are known as __________ triangles.
- There is only one _____ at a point of circle.
- b2-4ac
- The singular of this word is frustum.
- The graph of a quadratic polynomial is in the shape of _______
10 Clues: b2-4ac • The distance from the y coordinate. • The singular of this word is frustum. • events E and not E are _______ events. • There is only one _____ at a point of circle. • One out of three measures of central tendency. • The graph of a quadratic polynomial is in the shape of _______ • Equations that have a solution are called _______ pair of linear equations. • ...
Geometry Crossword 2 2013-05-06
Across
- units for area must include this
- volume is measured in ___________
- area formula is length times width
- a 90 degree angle
- a shape with length, width, and height
- units for volume must include this
- the "plug and chug" part of area and volume
- length, width and height are all examples of _________
- an eight sided figure
Down
- need three dimensions multiplied together
- the space between two points
- a flat shape with only length and width
- a 3D shape made of 2 triangles and 3 rectangles
- bottom of a shape that connects with the height
- area is measured in ___________
- 3D shape with faces made of triangles
- makes a right angle with the base
17 Clues: a 90 degree angle • an eight sided figure • the space between two points • area is measured in ___________ • units for area must include this • volume is measured in ___________ • makes a right angle with the base • area formula is length times width • units for volume must include this • 3D shape with faces made of triangles • a shape with length, width, and height • ...
Geometry Project: Academic Language 2018-12-19
Across
- of the Isosceles Triangle Theorem / If two angles of a triangle are congruent, then the sides opposite those angles are congruent.
- / a theorem that can be proved easily by using another theorem.
- Leg Theorem / If the hypotenuse and a leg of one right triangle are congruent to the hypotenuse and a leg of another right triangle, then the triangles are congruent.
- Theorem / If two angles and a non included side of one triangle are congruent to two angles and the corresponding non included side of another triangle, then the triangles are congruent.
- Postulate / If two sides and the included angle of one triangle are congruent to two sides and the included angle of another triangle, then the two triangles are congruent.
Down
- / Coplanar lines that do not intersect
- Postulate / If two angles and the included side of one triangle are congruent to two angles and the included side of another triangle, then the two triangles are congruent.
- polygons / Shapes that have congruent corresponding parts
- / Two lines that are parallel and do not intersect
- triangles / shape with a common side or angle
10 Clues: / Coplanar lines that do not intersect • triangles / shape with a common side or angle • / Two lines that are parallel and do not intersect • polygons / Shapes that have congruent corresponding parts • / a theorem that can be proved easily by using another theorem. • ...
Sprout 2 A3 L8 2023-05-23
Across
- That building looks very _________.
- Squares are a very _______ shape for many rooms.
- _________ design houses and buildings.
- ________ foundations are often circles.
- _____ are a common shape for rooms.
- They use _______ to combine circles, squares, and triangles.
- _________ are good for holding up buildings.
- The ____ is a triangle.
Down
- Squares are used for ________ and sometimes garage doors too.
- Circles allow the _______ to see what is happening from any seat.
- Stadium foundations are often _______.
- There are also circular _______ and concert halls.
- Triangular roofs are _________ than flat ones.
- geometry is a kind of ______.
- Triangular roofs allow rainwater to _______ ___.
15 Clues: The ____ is a triangle. • geometry is a kind of ______. • That building looks very _________. • _____ are a common shape for rooms. • Stadium foundations are often _______. • _________ design houses and buildings. • ________ foundations are often circles. • _________ are good for holding up buildings. • Triangular roofs are _________ than flat ones. • ...
math terms 2013-01-15
Across
- factor of two similar polygons/ ratio of the lengths of the corresponding sides
- polygons/polygons whose corresponding angles are similar or equal to, and corresponding are proportional
- Leg of a right triangle/ one of the sides forming the right triangle
- the angle formed by the legs
- a polygon with 3 sides
- statement/ when you write a statement thy says two polygons are congruent, the corresponding parts must be in corresponding order.
- side-side-side (SSS) Similarity theorem/ if all the corresponding side lengths of 2 triangles are proportional then the triangles are similar
- an equation starting that 2 ratios are equal
- three disease of one triangle are congruent to 3 sides of another triangle then the triangles are congruent
- the side opposite the right angles (longest side)
- drawing/ a drawing that is the same shape as the object it represents
- figures/ exactly the same size and shape
- Exterior angles/ an angle outside the triangle formed by extending side
Down
- 6.1 perimeters of similar polygons/ if 2 polygons are similar then the ratio of any 2 corresponding lengths is equal to the scale factor of the polygons
- the 2 congruent sides
- to a theorem/ Follows from a Theron that is, its easily proven from the Theron
- 22:angle-angle (AA)similarity postulate/if two angles of a triangle are similar or equal to, two angles of another triangle then the triangles are similar
- proportionally theorem/ if a line parallel to side of a triangle intersects the other two sides then it divide those 2 sides proportionally
- parts/ in congruent figure the parts of one figure are congruent to the corresponding parts of the order
- mean/ the positive numbers that works in a/x= x/b
- angle/the angle formed between two sides of a triangle
- Interior angles/ an angle inside the triangle
- angles theorem/if two angles of a triangle are similar or equal to, to 2 angles of the triangles, then the 3rd angle are also equal or similar to
- of the triangle proportionality theorem/if a line divides 2 sides of a triangle proportionally then the third side
- 6.6/ if 3 or more lines intersect 2 transversals is then they divide the transversal proportionally
25 Clues: the 2 congruent sides • a polygon with 3 sides • the angle formed by the legs • figures/ exactly the same size and shape • an equation starting that 2 ratios are equal • Interior angles/ an angle inside the triangle • mean/ the positive numbers that works in a/x= x/b • the side opposite the right angles (longest side) • ...
Vocabulary over Triangles 2014-12-06
Across
- Lines that intersect in a single point
- In a right triangle it is the side opposite the right angle and it is the longest
- A segment connecting the midpoints of two sides of a specific triangle
- No size, length, width, or height only location
- An accepted statement of fact; considered true without proof
- They have exactly the same three sides and angles
- A line that extends from one vertex of a triangle perpendicular to the opposite side
- A true statement that can be proven
- The point of concurrency of the angle bisectors of a triangle
- A line that splits an angle into two equal angles
- The point of concurrency of the medians of a triangle
- Sides that are in the same position in different planes
- A method for proving the congruence or similarity of triangles concurrent
Down
- The lines containing concurrent altitudes of a triangle
- It is perpendicular to a side of a triangle and passes through its midpoint
- The angle between two sides
- The measure of each side and angle of each triangle corresponds to a side or angle of the other
- The sides which shares the common/neighboring border to the right angle in a triangle
- A segment whose endpoints are a vertex and the midpoint of the opposite side
- The side between two angles
20 Clues: The angle between two sides • The side between two angles • A true statement that can be proven • Lines that intersect in a single point • No size, length, width, or height only location • They have exactly the same three sides and angles • A line that splits an angle into two equal angles • The point of concurrency of the medians of a triangle • ...
Triangles crosswords puzzle 2023-11-27
Across
- the intersection of three medians of a triangle
- an angle that is 90 degrees
- a triangle with two congruent sides
- an angle over 90 degrees
- a line that bisects another line/ segment
- a triangle with no equal sides
- a triangle with all congruent sides
- point where all three perpendicular bisectors meet
Down
- the point where the altitudes meet
- polygon with three sides
- point where two lines intersect
- the longest side of a triangle
- the intersection point of all three angle bisectors
- two sides that intersect to determine a right angle
- the space between two intersecting lines
- a perpendicular segment from a vertex of a triangle to the line containing the side opposite to the vertex
- a segment of a vertex to opposite sides of a midpoint
- when the measurements are the same
- an angle under 90 degrees
- a line that bisects an angle
20 Clues: polygon with three sides • an angle over 90 degrees • an angle under 90 degrees • an angle that is 90 degrees • a line that bisects an angle • the longest side of a triangle • a triangle with no equal sides • point where two lines intersect • the point where the altitudes meet • when the measurements are the same • a triangle with two congruent sides • ...
Geometry Crossword Puzzle 2018-12-12
Across
- an angle less than 90º, greater than 0º
- a triangle having three unequal sides and angles
- motion that protects the shape
- a triangle with all sides equal and all angles equal
- mirror image
- links legs together
- pair of matching angles
- a 90º angle
Down
- moving a shape without flipping the image
- one part of a line
- a position
- two triangles with equal sides
- two or more triangles that have the same shape but can be different sizes
- longest side of a right triangle
- the intersection point of two sides of a plane figure
- angle that has the base as one side
- transformation that changes the size of a figure
- the two sides that meet at a right angle
18 Clues: a position • a 90º angle • mirror image • one part of a line • links legs together • pair of matching angles • two triangles with equal sides • motion that protects the shape • longest side of a right triangle • angle that has the base as one side • an angle less than 90º, greater than 0º • the two sides that meet at a right angle • moving a shape without flipping the image • ...
Geometry Vocab 2024-04-08
Across
- Angle greater than 90 degrees
- Two angles that are non-adjacent and are equal
- Same size and shape
- Line that cuts through a system of lines
- Two angles that are adjacent and add to 180 degrees
- Part of a line
- Triangle with two congruent sides and angles
- Lines that do not intersect
- Tells us that all triangles add to 180 degrees
Down
- Tells us that isosceles triangles have 2 congruent angles and sides
- Angle less than 90 degrees
- Study of shapes, angles, and lines
- Triangle with three equal sides and angles
- Angle that is 90 degrees
- A triangle with 3 different sides and angles
- Line that extends in one direction
- Angle exactly 180 degrees
- To add
18 Clues: To add • Part of a line • Same size and shape • Angle that is 90 degrees • Angle exactly 180 degrees • Angle less than 90 degrees • Lines that do not intersect • Angle greater than 90 degrees • Study of shapes, angles, and lines • Line that extends in one direction • Line that cuts through a system of lines • Triangle with three equal sides and angles • ...
Pythagorean and Two special right triangle mix 2022-04-13
Across
- Longest side of a right triangle.
- Which ancient civilization had the earliest recording of the use of Two Special Right triangles?
- What kind of triangle is a 30-60-90 based off of its sides?
- How long are the sides of the square that the 45-45-90 triangle is based off of.
- What do you need ro divide against the hypotenuse of a 45-45-90 triangle to get a leg?
- What do you need to multiply against the short leg to get the long leg? (30-60-90)
- What was the name of the mathematician that discovered the Pythagorean theorem.
- What ethnicity is pyhtagorus?
- What do you multiply against the short leg in order to find the long leg?
- A 45-45-90 triangle is based odd of a _____ square.
- (TRUE OR FALSE) A 30-60-90 triangle's hypotenuse will always be a radical.
Down
- Which historian made the first official opinion/conclusion about speical right triangles.
- What number do you need to multiply against the short leg to get the hypotenuse of a 30-60-90 triangle?
- What kind of line do we draw to equally split the square to create two equal 45-45-90 triangle?
- The theorem for finding the three sides of a right triangle.
- (TRUE Or FALSE) The other leg of a (30-60-90) triangle are equal.
- The Pythagorean theorem and the Two special right triangles are the same thing.
- The most crucial part of a (30-60-90) triangle to finding the long leg and hyptoenuse.
- The kind of triangle a 30-60-90 triangle is based off of.
- What kind of quadrilateral is the 45-45-90 triangle based off of?
- A Pythagorean triple is not the same thing as the two special right triangles.
- The angle bisector that cuts a 30-60-90 triangle into two congruent triangles.
- (TRUE or FALSE) The leg of a 45-45-90 triangle will always be equal to the other leg.
- What ethnicity was Mortiz Cantor?
- How long are the sides that the 30-60-90 triangle is based off of?
25 Clues: What ethnicity is pyhtagorus? • Longest side of a right triangle. • What ethnicity was Mortiz Cantor? • A 45-45-90 triangle is based odd of a _____ square. • The kind of triangle a 30-60-90 triangle is based off of. • What kind of triangle is a 30-60-90 based off of its sides? • The theorem for finding the three sides of a right triangle. • ...
Geometry 2013-01-22
Across
- a special kind of point that describes the corners or intersections of geometric shapes
- pairs of angles that add up to 180 degrees
- two figures or objects that have the same shape and size
- 2 parallel lines
- Quadrilateral w/ 4 equal sides
- two straight lines that never touch
- quadrilateral w/ only 1 pair of parallel lines
- If two pairs of sides of two triangles are equal in length, and the included angles are equal
- a midline of a triangle creates a segment that is parallel to the base and half as long.
Down
- If three pairs of sides of two triangles are equal in length, then the triangles are congruent
- a line segment connecting two non-adjacent vertices of a polygon
- two congruent angles, both lying on the same side of the transversal
- parallel sides are equal
- relationship between two geometric objects that meet at a right angle
- a transversal is a line that passes through two lines in the same plane at different points
- 4 sided polygon
- A quadrilateral with two distinct pairs of equal adjacent sides
- a quadrilateral in which each diagonal bisects two opposite interior angles
- a set of objects if the distances between that point and each object in the set are equal
- the segment connecting the vertex of an angle in a triangle to the midpoint of the side opposite it
20 Clues: 4 sided polygon • 2 parallel lines • parallel sides are equal • Quadrilateral w/ 4 equal sides • two straight lines that never touch • pairs of angles that add up to 180 degrees • quadrilateral w/ only 1 pair of parallel lines • two figures or objects that have the same shape and size • A quadrilateral with two distinct pairs of equal adjacent sides • ...
Geometry 2013-01-22
Across
- relationship between two geometric objects that meet at a right angle
- a line segment connecting two non-adjacent vertices of a polygon
- a transversal is a line that passes through two lines in the same plane at different points
- a set of objects if the distances between that point and each object in the set are equal
- parallel sides are equal
- a midline of a triangle creates a segment that is parallel to the base and half as long.
- If two pairs of sides of two triangles are equal in length, and the included angles are equal
- A quadrilateral with two distinct pairs of equal adjacent sides
Down
- the segment connecting the vertex of an angle in a triangle to the midpoint of the side opposite it
- two figures or objects that have the same shape and size
- If three pairs of sides of two triangles are equal in length, then the triangles are congruent
- 2 parallel lines
- two straight lines that never touch
- Quadrilateral w/ 4 equal sides
- 4 sided polygon
- two congruent angles, both lying on the same side of the transversal
- quadrilateral w/ only 1 pair of parallel lines
- a special kind of point that describes the corners or intersections of geometric shapes
- pairs of angles that add up to 180 degrees
- a quadrilateral in which each diagonal bisects two opposite interior angles
20 Clues: 4 sided polygon • 2 parallel lines • parallel sides are equal • Quadrilateral w/ 4 equal sides • two straight lines that never touch • pairs of angles that add up to 180 degrees • quadrilateral w/ only 1 pair of parallel lines • two figures or objects that have the same shape and size • A quadrilateral with two distinct pairs of equal adjacent sides • ...
Geometry 2013-01-22
Across
- If three pairs of sides of two triangles are equal in length, then the triangles are congruent
- two straight lines that never touch
- 2 parallel lines
- 4 sided polygon
- pairs of angles that add up to 180 degrees
- a segment connecting two consecutive midpoints of a triangle
- An angle bisector is a ray that cuts the angle exactly in half, making two equal angles
- a set of objects if the distances between that point and each object in the set are equal
- a quadrilateral in which each diagonal bisects two opposite interior angles
- a special kind of point that describes the corners or intersections of geometric shapes
- Quadrilateral w/ 4 equal sides
- A quadrilateral with two distinct pairs of equal adjacent sides
- parallel sides are equal
Down
- the segment connecting the vertex of an angle in a triangle to the midpoint of the side opposite it
- If two pairs of sides of two triangles are equal in length, and the included angles are equal
- relationship between two geometric objects that meet at a right angle
- two figures or objects that have the same shape and size
- a transversal is a line that passes through two lines in the same plane at different points
- a line segment connecting two non-adjacent vertices of a polygon
- quadrilateral w/ only 1 pair of parallel lines
20 Clues: 4 sided polygon • 2 parallel lines • parallel sides are equal • Quadrilateral w/ 4 equal sides • two straight lines that never touch • pairs of angles that add up to 180 degrees • quadrilateral w/ only 1 pair of parallel lines • two figures or objects that have the same shape and size • a segment connecting two consecutive midpoints of a triangle • ...
Geometry 2021-12-31
Geometry 2013-01-22
Across
- 4 sided polygon
- two straight lines that never touch
- a transversal is a line that passes through two lines in the same plane at different points
- parallel sides are equal
- If two pairs of sides of two triangles are equal in length, and the included angles are equal
- a special kind of point that describes the corners or intersections of geometric shapes
- 2 parallel lines
- a midline of a triangle creates a segment that is parallel to the base and half as long.
- A quadrilateral with two distinct pairs of equal adjacent sides
- If three pairs of sides of two triangles are equal in length, then the triangles are congruent
- a set of objects if the distances between that point and each object in the set are equal
Down
- a line segment connecting two non-adjacent vertices of a polygon
- quadrilateral w/ only 1 pair of parallel lines
- pairs of angles that add up to 180 degrees
- two congruent angles, both lying on the same side of the transversal
- the segment connecting the vertex of an angle in a triangle to the midpoint of the side opposite it
- relationship between two geometric objects that meet at a right angle
- a quadrilateral in which each diagonal bisects two opposite interior angles
- two figures or objects that have the same shape and size
- Quadrilateral w/ 4 equal sides
20 Clues: 4 sided polygon • 2 parallel lines • parallel sides are equal • Quadrilateral w/ 4 equal sides • two straight lines that never touch • pairs of angles that add up to 180 degrees • quadrilateral w/ only 1 pair of parallel lines • two figures or objects that have the same shape and size • A quadrilateral with two distinct pairs of equal adjacent sides • ...
Crossword 2022-02-08
Across
- a number that can be represented as the quotient p/q of two integers such that q ≠ 0 is known as ___ number
- (-3, -2) lies in ___ quadrant
- (0,0) is located at the ___ of the graph
- branch of mathematics that studies relationships between lengths and angles of triangles.
- sin/cos=?
- x axis is also known as
- an event which has a 0% chance of happening is called a ___ event
- its area is found using length*breadth
- if corresponding sides of 2 triangles are equal then it is ___
- πrl is used to find the ___ surface area of cone
Down
- y axis is also known as
- if tan x = 1 then the value of x is
- who created the formula to find hypotenuse of triangle
- b^2-4ac is also known as ___ formula
- the theory which states states that every positive integer (except the number 1) can be represented in exactly one way is the fundamental theory of ___
- its total surface area is found using the formula 2πr(h+r)
- state the nature of √2
- if no sides of triangles are equal then it is ___
- πr^2h is used to find the ___ of a circle
- ax^2+bx+c=0 is the ___ form of a quadratic equation
- a polynomial who's degree is 3 is known as ___ polynomial
- if b^2-4ac=0 then its roots are ___
22 Clues: sin/cos=? • state the nature of √2 • y axis is also known as • x axis is also known as • (-3, -2) lies in ___ quadrant • if tan x = 1 then the value of x is • if b^2-4ac=0 then its roots are ___ • b^2-4ac is also known as ___ formula • its area is found using length*breadth • (0,0) is located at the ___ of the graph • πr^2h is used to find the ___ of a circle • ...
Weather and Climate!! 2023-03-22
Across
- A storm that makes fast winds and TONS of snow.
- Long-term weather pattern in a large region.
- A front shown using purple triangles and semicircles.
- A weather instrument that measures wind speed.
- A person who studies the weather and climate.
- A loud "BOOM" noise that happens after lightning touches down. Usually occurs in storms.
- A cloud on the ground.
- Any form of water that comes from the clouds.
- A low, layered cloud that produces snow.
- A twisting, funnel shaped cloud that touches the ground.
- A medium, puffy cloud that usually means clear skies.
Down
- The temperature that air has to be cooled to to combine with water vapor.
- A front shown using red semi-circles.
- A giant storm made over the ocean that causes lots of rain and high winds when on land
- A storm with lots of lightning and thunder.
- The cycle water takes throughout its existence.
- A weather instrument that measures air pressure.
- Atmospheric events in a local area.
- A giant charge of electricity caused by opposite charges in clouds, usually occurs in storms
- A front shown using varying blue triangles and red semicircles. Hint: It doesn't move
- A front shown using blue triangles.
- The amount of water in the air.
- How heated particles inside of an object are.
- A high, wispy cloud made out of ice crystals.
24 Clues: A cloud on the ground. • The amount of water in the air. • Atmospheric events in a local area. • A front shown using blue triangles. • A front shown using red semi-circles. • A low, layered cloud that produces snow. • A storm with lots of lightning and thunder. • Long-term weather pattern in a large region. • A person who studies the weather and climate. • ...
coordinate planes BRADY HAMMOND 2023-12-11
Across
- Relationship: ratio between two variables with equivalent ratios
- formula: equation of a line y=mx+b
- Pair: two numbers written in a certain order
- the point 0,0 on the coordinate plain where the x and y coordinates meet
- Triangles: triangles that have the same shape but different sizes.
- comparison between 2 quantities with the same unit
- Line: a line that shows all numbers placed in their correct positions
- the vertical axis of a coordinate system
- a part of a hole where the numerator is divided by the number
- the horizontal axis of a coordinate system
Down
- Triangles: all three sides and angles are equal
- the horizontal value in ordered pair
- Formula: change in y over the change in x or rise over the run
- an exact location in a plane or space that has no dimensions
- Rate: ratio with a denominator of 1
- ratio that represents a relationship between a model and the actual figure.
- the vertical value in an ordered pair
- measures of lines movement away from the x-axis
- a diagram that represents numbers as points on a plane
- Plane: a grid formed by two lines the x-axis and the y axis that cross point called the orgin
20 Clues: formula: equation of a line y=mx+b • Rate: ratio with a denominator of 1 • the horizontal value in ordered pair • the vertical value in an ordered pair • the vertical axis of a coordinate system • the horizontal axis of a coordinate system • Pair: two numbers written in a certain order • Triangles: all three sides and angles are equal • ...
Geometry Project 2023-05-16
Across
- part of the edge of a circle
- this shape has one circular base
- chord that contains the center
- ph is the____ for the lateral area of a prism
- 3D version of a circle
- the amount of space a shape occupies
- SSS, SAS, and AA are all ways to justify ____ in triangles
- represented by the variable 'm'
- 4:3
- these types of lines have opposite reciprocal slopes
- uses the squares of variables a, b, and c
Down
- comparison of two ratios
- (average x's, average y's)
- line that is entirely outside of the circle
- has two sets of parallel lines
- a ____ has two circular bases
- 1/2bh is the formula for a triangle's ____
- opposite over hypotenuse
- line or segment that contains a chord
- 45-45-90 triangles have to have a _____ angle
20 Clues: 4:3 • 3D version of a circle • comparison of two ratios • opposite over hypotenuse • (average x's, average y's) • part of the edge of a circle • a ____ has two circular bases • chord that contains the center • has two sets of parallel lines • represented by the variable 'm' • this shape has one circular base • the amount of space a shape occupies • ...
Triangles, Quadrilaterals & Geometry 2022-11-04
Across
- A 90° angle
- Angle between 180° and 360°
- Which quadrilateral has 2 pairs of sides of equal length & 1 pair of opposite angles that are equal?
- A 180° angle
- A triangle which all interior degrees are 60°
- Angle between 90° and 180°
- A 360° angle
- Angles that add to 90°
- A triangle with three different sides
Down
- Angles that add to 180°
- A line that intersects two or more other lines
- Angles that use the 'U rule'
- Angles that use the 'F rule"
- How many interior angles are greater than 180° in a non-convex quadrilateral?
- An angle less than 90°
- A triangle with two equal angles
- Angles that use the 'Z rule'
- Which quadrilateral has two pairs of parallel sides & all sides of equal length?
- Angles that are opposite each other are, _______ opposite
19 Clues: A 90° angle • A 180° angle • A 360° angle • An angle less than 90° • Angles that add to 90° • Angles that add to 180° • Angle between 90° and 180° • Angle between 180° and 360° • Angles that use the 'U rule' • Angles that use the 'F rule" • Angles that use the 'Z rule' • A triangle with two equal angles • A triangle with three different sides • ...
Tic Tac Toe Project 2023-05-24
Across
- intersect to form a 90 angle
- same shape and size
- A triangle that all sides are different lengths
- a triangle where only 2 sides are equal
- Space covering the outside of a 3D shape
- angles that add up to 180
- lines never intersect
- tan,sin,cos
- A^2+B^2=C^2
- longest side in a triangle
- A quadrilateral with only 1 pair of parallel sides
Down
- angles that add up to 90
- angles across from each other when in an X
- mirrored across an axis
- up 3 left 6
- 2pir
- A quadrilateral with 2 pairs of parallel sides
- proves 2 triangles are similar with 3 sides
- proves 2 triangles similar with 2 sides and an angle in middle
- angles that create a straight line
20 Clues: 2pir • up 3 left 6 • tan,sin,cos • A^2+B^2=C^2 • same shape and size • lines never intersect • mirrored across an axis • angles that add up to 90 • angles that add up to 180 • longest side in a triangle • intersect to form a 90 angle • angles that create a straight line • a triangle where only 2 sides are equal • Space covering the outside of a 3D shape • ...
Trigonometry 2022-03-11
Across
- triangle that are equal in size and shape
- space between to intersecting lines
- triangles that are equal(angle) or proportional
- a trig ratio known as adjacent over hypotenuse
- a trig ratio known as opposite over adjacent
- the side across from the angle of reference
- The longest side on a right triangle
- an angle that is 90 degrees
- an angle under 90 degrees
- a trig ratio known as opposite over hypotenuse
- Finds angles using opposite/adjacent
- Finds angles using opposite/hypotenuse
Down
- Finds angles using adjacent/hypotenuse
- When three sides are whole numbers
- the side next to the angle of reference
- an angle over 90 degrees
- a pneumonic for the trig ratios
- a theory to find a side of triangles
- triangle with two equal sides
- Shorter sides of a right triangle
20 Clues: an angle over 90 degrees • an angle under 90 degrees • an angle that is 90 degrees • triangle with two equal sides • a pneumonic for the trig ratios • Shorter sides of a right triangle • When three sides are whole numbers • space between to intersecting lines • a theory to find a side of triangles • The longest side on a right triangle • Finds angles using opposite/adjacent • ...
Trigonometry Vocabulary 2022-02-14
Across
- A division of two numbers
- Two angles that add to 90 degrees
- Type of triangle with two equal sides
- Mnemonic device for trig ratios
- Opposite/Adjacent
- Type of triangle with a 90 degree angle
- Adjacent/Hypotenuse
- Three sided shape
- Type of triangle where one angle is above 90
- Two angles that add to 180 degrees
Down
- Side across from the angle in question
- Angle sum of a triangle
- Study of triangles
- Side next to the angle in question
- Longest side of a right triangle
- Another name for the adjacent and opposite sides
- 30-60-90 and 45-45-90 are examples of ______ right triangles
- Type of triangle with all angles 90 or less
- 1/2bh is the _____ of a triangle
- Type of triangle with all equal sides
- Opposite/Hypotenuse
21 Clues: Opposite/Adjacent • Three sided shape • Study of triangles • Adjacent/Hypotenuse • Opposite/Hypotenuse • Angle sum of a triangle • A division of two numbers • Mnemonic device for trig ratios • Longest side of a right triangle • 1/2bh is the _____ of a triangle • Two angles that add to 90 degrees • Side next to the angle in question • Two angles that add to 180 degrees • ...
Angles and Triangles 2022-05-20
Across
- shaped as a triangle
- a space between two intersecting lines
- a right angle
- to calculate how much there is something
- a slope of to lean in a certain direction
- lines that never intersect
- a form
- angles=90
- an angle between 180-360
- an angle less the ninety
- highest point
- angles that cross
Down
- triangle with a right angle
- a right angle
- an angle that=360
- a 90 angle
- the lowest part or edge of a shape
- angles=180
- triangle with three equal sides
- an angle higher then ninety but lower than 180
20 Clues: a form • angles=90 • a 90 angle • angles=180 • a right angle • a right angle • highest point • an angle that=360 • angles that cross • shaped as a triangle • an angle between 180-360 • an angle less the ninety • lines that never intersect • triangle with a right angle • triangle with three equal sides • the lowest part or edge of a shape • a space between two intersecting lines • ...
Unit 3 Triangles 2020-09-22
Across
- Non-right triangle used to sketch triangle problems
- Study of finding missing angles and sides in right angles
- Formula used when given all 3 sides and no angles
- Cosine divided by Sine
- Side across from the angle
- Used to find the area of a triangle
- Angle that looks up from the horizontal x axis
- Formula used when given 2 angles and 1 side
Down
- Ratio O/A
- Side next to the angle in a right triangle
- Angle that looks down from the horizontal x axis
- Formula used to find missing sides of right triangle
- Ratio A/H
- Ratio O/H
- Reciprocal of Sine
- Used to find an acute angle given a ratio
- Side across from the right angle
- Reciprocal of Cosine
18 Clues: Ratio O/A • Ratio A/H • Ratio O/H • Reciprocal of Sine • Reciprocal of Cosine • Cosine divided by Sine • Side across from the angle • Side across from the right angle • Used to find the area of a triangle • Used to find an acute angle given a ratio • Side next to the angle in a right triangle • Formula used when given 2 angles and 1 side • ...
Triangles 2021-07-13
Across
- Congruence is applied when two side and two angle are equal
- must be same for congrence of circles
- opposite to the equal Side of triangle are equilateral triangle have angle of 60 degree
- must be same for congrence of Square
Down
- angle and side a triangle have
- having two side equal are congruent
- of two side of triangle is greater than third side
7 Clues: angle and side a triangle have • having two side equal are congruent • must be same for congrence of Square • must be same for congrence of circles • of two side of triangle is greater than third side • Congruence is applied when two side and two angle are equal • opposite to the equal Side of triangle are equilateral triangle have angle of 60 degree
Triangles 2018-02-15
Across
- a triangle having two sides equal
- a triangle each whose angles measures less than 90 degrees
- a triangle having all sides equal
Down
- a triangle one whose angle measures more than 90 degrees
- a triangle whose one angle measures 90 degrees
- a triangle having three sides of different lengths
- the sum of the sides of a triangle
7 Clues: a triangle having two sides equal • a triangle having all sides equal • the sum of the sides of a triangle • a triangle whose one angle measures 90 degrees • a triangle having three sides of different lengths • a triangle one whose angle measures more than 90 degrees • a triangle each whose angles measures less than 90 degrees
Sprout 2 A3 L8 2023-05-23
Across
- Triangular roofs allow rainwater to _______ ___.
- Squares are a very _______ shape for many rooms.
- Circles allow the _______ to see what is happening from any seat.
- Stadium foundations are often _______.
- ________ foundations are often circles.
- _____ are a common shape for rooms.
- geometry is a kind of ______.
- The ____ is a triangle.
- That building looks very _________.
Down
- _________ design houses and buildings.
- They use _______ to combine circles, squares, and triangles.
- Squares are used for ________ and sometimes garage doors too.
- Triangular roofs are _________ than flat ones.
- _________ are good for holding up buildings.
- There are also circular _______ and concert halls.
15 Clues: The ____ is a triangle. • geometry is a kind of ______. • _____ are a common shape for rooms. • That building looks very _________. • _________ design houses and buildings. • Stadium foundations are often _______. • ________ foundations are often circles. • _________ are good for holding up buildings. • Triangular roofs are _________ than flat ones. • ...
Sprout 2 A3 L8 2023-05-23
Across
- That building looks very _________.
- Stadium foundations are often _______.
- _________ are good for holding up buildings.
- geometry is a kind of ______.
- Circles allow the _______ to see what is happening from any seat.
- Triangular roofs allow rainwater to _______ ___.
- _________ design houses and buildings.
- Triangular roofs are _________ than flat ones.
Down
- Squares are a very _______ shape for many rooms.
- _____ are a common shape for rooms.
- There are also circular _______ and concert halls.
- ________ foundations are often circles.
- They use _______ to combine circles, squares, and triangles.
- The ____ is a triangle.
- Squares are used for ________ and sometimes garage doors too.
15 Clues: The ____ is a triangle. • geometry is a kind of ______. • _____ are a common shape for rooms. • That building looks very _________. • Stadium foundations are often _______. • _________ design houses and buildings. • ________ foundations are often circles. • _________ are good for holding up buildings. • Triangular roofs are _________ than flat ones. • ...
science 2022-12-14
Across
- a curl of hair clouds
- fronts warm and cold air masses
- energy traveling waves
- blue triangles
- wind over the mountain
- downward cloud that touches the ground
- blows down on a very tall hill
- a pile
- red circles
- tropical low pressure
- overlow latitudes
- over large bodies of water
- heating on the mountain
Down
- solar radiation
- energy by currents
- purple triangle and circle
- any form of water
- energy through touching
- hot and cold
- extend over a distance of 100 kilo
- large body of air
- air in motion
- storms that forms up
- water vapor carbon dioxide
- you move have to move to the
- fronts cold air meets warm air
- water in vapor in the air
- blue triangles and red circle opposite
- very cold
- a larger
30 Clues: a pile • a larger • very cold • red circles • hot and cold • air in motion • blue triangles • solar radiation • any form of water • large body of air • overlow latitudes • energy by currents • storms that forms up • a curl of hair clouds • tropical low pressure • energy traveling waves • wind over the mountain • energy through touching • heating on the mountain • water in vapor in the air • ...
Mathematik 2023-05-23
Across
- The circle's length
- A squared plus B squared equals C squared
- Two lines, same slope but never touch
- A.K.A. Surface area
- Triangle with a 90 degree angle
- Touches the circle twice
- 4 right angles, 4 equal sides
- A four sided shape with 2 sets of parallel sides
Down
- Line of A squared plus B squared
- Perimeter of a circle
- Add to 180
- Less than 90
- A shape with 1 side, no straight lines
- What's inside the shape
- If two triangles are the same shape but not necessarily the same size, they are
- Center of the triangle
- More than 90
- If two triangles are the same size and shape, they are
- 4 right angles, 2 pairs of equal sides
- Half the circle's length
- 6-angled shape
21 Clues: Add to 180 • Less than 90 • More than 90 • 6-angled shape • The circle's length • A.K.A. Surface area • Perimeter of a circle • Center of the triangle • What's inside the shape • Half the circle's length • Touches the circle twice • 4 right angles, 4 equal sides • Triangle with a 90 degree angle • Line of A squared plus B squared • Two lines, same slope but never touch • ...
Crossword 2022-02-08
Across
- branch of mathematics that studies relationships between lengths and angles of triangles.
- (-3, -2) lies in ___ quadrant
- y axis is also known as
- if b^2-4ac=0 then its roots are ___
- if no sides of triangles are equal then it is ___
- who created the formula to find hypotenuse of triangle
Down
- ax^2+bx+c=0 is the ___ form of a quadratic equation
- state the nature of √2
- the theory which states states that every positive integer (except the number 1) can be represented in exactly one way is the fundamental theory of ___
- (0,0) is located at the ___ of the graph
- if corresponding sides of 2 triangles are equal then it is ___
11 Clues: state the nature of √2 • y axis is also known as • (-3, -2) lies in ___ quadrant • if b^2-4ac=0 then its roots are ___ • (0,0) is located at the ___ of the graph • if no sides of triangles are equal then it is ___ • ax^2+bx+c=0 is the ___ form of a quadratic equation • who created the formula to find hypotenuse of triangle • ...
100 Point Project Crossword Puzzle (please note that on the puzzle and spaces will be a - ) 2023-04-06
Across
- If 3 or more parallel lines intersect 2 transversals then they cut off the transversals proportionality
- If the corresponding lengths of 2 triangles are proportional then the triangles are similar; SSS~
- A segment that joins the midpoints of 2 sides of a triangle
- If 2 sides of 1 triangle are proportional to 2 sides of another triangle and the included angles are congruent then the triangles are similar; SAS~
- Comparison of 2 quantities using division
- If side AC is parallel to side DE, then BD/DA = BE/EC
- Have the same shape, corresponding sides are proportional, corresponding angle's are congruent, and does not have to be the same size
- If 2 angles of 1 triangle are congruent to 2 angles of another triangle then the triangles are similar; AA~
- Corresponding angles are congruent and corresponding sides are proportional
- If AD/DB = CE/EB, then side AC is parallel to side DE
Down
- In a proportion, the product of the extremes is equal to the product of the means
- ratio Comparison of 3 or more quantities
- If 2 polygons are similar, them their perimeters are proportional to the scale factor between them
- If side DE is mid segment of triangle ABC and D + E are midpts of side AB + side BC, then side DE is parallel to side AC and DE = 1/2 AC
- If 3 or more parallel lines cut off congruent segments on 1 transversal, then they cut off congruent segments on all transversals
- The ratio of the corresponding sides 2 similar polygons
- A/B = C/D ---> AD = BC
- Identifies all the corresponding parts; ABCD ~ EFGH
- Equation that states 2 ratios are equal
19 Clues: A/B = C/D ---> AD = BC • Equation that states 2 ratios are equal • ratio Comparison of 3 or more quantities • Comparison of 2 quantities using division • Identifies all the corresponding parts; ABCD ~ EFGH • If side AC is parallel to side DE, then BD/DA = BE/EC • If AD/DB = CE/EB, then side AC is parallel to side DE • ...
Geomerty 2016-05-12
Across
- polygon- A convex polygon is any polygon that is not concave.
- Points are geometric objects that have only location. To describe their location, we use coordinates. We begin with a standard reference frame (typically the x- and y-axes). The coordinates of a point describe where it is located with respect to this reference frame. They are given in the form (x,y) where the x represents how far the point is from 0 along the x-axis, and the y represents how far it is from 0 along the y-axis. The form (x,y) is a standard convention that allows everyone to mean the same thing when they reference any point.
- A circle is the set of all points in a plane that are equidistant from a given point in the plane, which is the center of the circle.
- When three or more lines meet at a single point, they are said to be concurrent. In a triangle, the three medians, three perpendicular bisectors, three angle bisectors, and three altitudes are each concurrent.
- (AAA) similarity- The angle-angle-angle (AAA) similarity test says that if two triangles have corresponding angles that are congruent, then the triangles are similar. Because the sum of the angles in a triangle must be 180°, we really only need to know that two pairs of corresponding angles are congruent to know the triangles are similar.
- Converse means the "if" and "then" parts of a sentence are switched. For example, "If two numbers are both even, then their sum is even" is a true statement. The converse would be "If the sum of two numbers is even, then the numbers are even," which is not a true statement.
- A circle's diameter is a segment that passes through the center and has its endpoints on the circle.
Down
- If angle A is an acute angle in a right triangle, the cosine of A is the length of the side adjacent to angle A, divided by the length of the hypotenuse of the triangle. We often abbreviate this as cos A = (adjacent)/(hypotenuse).
- section- A cross section is the face you get when you make one slice through an object.
- The circumcenter of a triangle is the point where the three perpendicular bisectors meet. This point is the same distance from each of the three vertices of the triangles.
- triangle- An equilateral triangle is a triangle with three equal sides.
- Two figures are congruent if all corresponding lengths are the same, and if all corresponding angles have the same measure. Colloquially, we say they "are the same size and shape," though they may have different orientation. (One might be rotated or flipped compared to the other.
- An altitude of a triangle is a line segment connecting a vertex to the line containing the opposite side and perpendicular to that side.
- triangle- An acute triangle is a triangle with all three angles less than 90°.
- triangles- Congruent triangles are triangles that have the same size and shape. In particular, corresponding angles have the same measure, and corresponding sides have the same length.
- bisector- An angle bisector is a ray that cuts the angle exactly in half, making two equal angles.
- The centroid of a triangle is the point where the three medians meet. This point is the center of mass for the triangle. If you cut a triangle out of a piece of paper and put your pencil point at the centroid, you could balance the triangle.
- polygon- A concave polygon is any polygon with an angle measuring more than 180°. Concave polygons look like they are collapsed or have one or more angles dented in.
- angle- A central angle is an angle with its vertex at the center of a circle.
- An edge is a line segment where two faces intersect.
20 Clues: An edge is a line segment where two faces intersect. • polygon- A convex polygon is any polygon that is not concave. • triangle- An equilateral triangle is a triangle with three equal sides. • angle- A central angle is an angle with its vertex at the center of a circle. • triangle- An acute triangle is a triangle with all three angles less than 90°. • ...
TANGRAM 2018-03-04
Across
- In the triangles of the tangram, the angles that except the right angles.
- In tangram, the only shape that without right angle.
- The type of triangles in tangram.
- In tangram, the longest side of the triangles.
Down
- In tangram, square and the parallelogram have this thing, but in triangles, there isn't this thing.
- In tangram, the only shape that four sides are equal.
- In the triangles of the tangram, the angles that except acute angles.
7 Clues: The type of triangles in tangram. • In tangram, the longest side of the triangles. • In tangram, the only shape that without right angle. • In tangram, the only shape that four sides are equal. • In the triangles of the tangram, the angles that except acute angles. • In the triangles of the tangram, the angles that except the right angles. • ...
TANGRAM 2018-03-04
Across
- In the triangles of the tangram, the angles that except the right angles.
- In tangram, the only shape that without right angle.
- The type of triangles in tangram.
- In tangram, the longest side of the triangles.
Down
- In tangram, square and the parallelogram have this thing, but in triangles, there isn't this thing.
- In tangram, the only shape that four sides are equal.
- In the triangles of the tangram, the angles that except acute angles.
7 Clues: The type of triangles in tangram. • In tangram, the longest side of the triangles. • In tangram, the only shape that without right angle. • In tangram, the only shape that four sides are equal. • In the triangles of the tangram, the angles that except acute angles. • In the triangles of the tangram, the angles that except the right angles. • ...
Triangles and Congruence 2015-11-29
Across
- A triangle with one angle equal to 90 degrees
- The sum of the angle measures of any triangle (three words)
- AAA (three words)
- The sum of the squares of the legs equals the square of the hypotenuse (two words)
- A triangle with all sides different lengths
- ASA (three words)
- A triangle with three equal angles
- SSS (three words)
- Corresponding parts of Congruent Triangles are Congruent
Down
- SSA (three words)
- A triangle with three congruent sides
- An angle in a triangle formed by one side of a triangle and the extension of an adjacent side (two words)
- HL (two words)
- SAA (three words)
- An interior angle that is not adjacent to an exterior angle (three words)
- A triangle with one angle greater than 90 degrees
- SAS (three words)
- A triangle with all angles less than 90 degrees
- A triangle with at least two congruent sides
19 Clues: HL (two words) • SSA (three words) • SAA (three words) • AAA (three words) • SAS (three words) • ASA (three words) • SSS (three words) • A triangle with three equal angles • A triangle with three congruent sides • A triangle with all sides different lengths • A triangle with at least two congruent sides • A triangle with one angle equal to 90 degrees • ...
Triangles of neck 2023-04-24
Across
- fascial sheath covering IJV, vagus and carotids
- N.S of inferior belly of omohyoid
- cranial part of accessory n goes along with this CN
- vertically disposed muscle of floor of posterior triangle
- IJV joins this vein to form the brachiocephalic v
- smaller subdivision of posterior triangle
- this triangle contains no significant structures
- fascia attaching inferior belly of omohyoid to clavicle
- fascial carpet of posterior triangle
- this name comes from the Greek word for heavy sleep
Down
- ligament that subdivides digastric triangle
- total branches of external carotid a
- anterior belly of digastric is derived from which arch
- thickest cutaneous nerve in the body
- point point on the posterior border of SCM where 4 cutaneous nerves emerge
- CN X,XI,XII are seen in this triangle
- the first loop of facial artery is to enclose
- accessory this is the true content of the posterior triangle
- this is the tubular prolongation of the prevertebral fascia
- the part of the brachial plexus visible in the posterior triangle
20 Clues: N.S of inferior belly of omohyoid • total branches of external carotid a • thickest cutaneous nerve in the body • fascial carpet of posterior triangle • CN X,XI,XII are seen in this triangle • smaller subdivision of posterior triangle • ligament that subdivides digastric triangle • the first loop of facial artery is to enclose • ...
Geometry 2013-01-22
Across
- a special kind of point that describes the corners or intersections of geometric shapes
- 2 parallel lines
- a transversal is a line that passes through two lines in the same plane at different points
- a quadrilateral in which each diagonal bisects two opposite interior angles
- If three pairs of sides of two triangles are equal in length, then the triangles are congruent
- quadrilateral w/ only 1 pair of parallel lines
- An angle bisector is a ray that cuts the angle exactly in half, making two equal angles
- 4 sided polygon
- a segment connecting two consecutive midpoints of a triangle
- A quadrilateral with two distinct pairs of equal adjacent sides
- Quadrilateral w/ 4 equal sides
Down
- parallel sides are equal
- relationship between two geometric objects that meet at a right angle
- If two pairs of sides of two triangles are equal in length, and the included angles are equal
- two figures or objects that have the same shape and size
- a set of objects if the distances between that point and each object in the set are equal
- pairs of angles that add up to 180 degrees
- two straight lines that never touch
- a line segment connecting two non-adjacent vertices of a polygon
- the segment connecting the vertex of an angle in a triangle to the midpoint of the side opposite it
20 Clues: 4 sided polygon • 2 parallel lines • parallel sides are equal • Quadrilateral w/ 4 equal sides • two straight lines that never touch • pairs of angles that add up to 180 degrees • quadrilateral w/ only 1 pair of parallel lines • two figures or objects that have the same shape and size • a segment connecting two consecutive midpoints of a triangle • ...
Lesson 19: Weather maps & Air masses 2023-01-09
Across
- Type of front that uses both triangles and half circles that are on opposites sides of the symbol
- Air mass that is cold and humid
- Lines that show temperature readings on a map
- The direction air moves when it moves away from high pressure
- Air mass that is cold and dry
- Air mass that is warm and dry
- The type of weather that is associated with high pressure
- Air mass that is warm and humid
- On a weather map, the H represents _______ air pressure
- Where two air masses come together at Earth's surface.
- Type of air mass that would form near the North and South poles
Down
- The direction air moves when it moves toward low pressure
- Type of front that uses both triangles and half circles on the same side of the symbol
- Type of air mass that would form over land
- Type of front that uses half circles only on the symbol
- Type of air mass that would form over an ocean
- Type of air mass that would form close to the equator
- Type of weather that is associated with low pressure
- Type of front that uses triangles only on the symbol
- It causes turbulence in an air mass along with humidity.
- Lines that show air pressure readings on a map
21 Clues: Air mass that is cold and dry • Air mass that is warm and dry • Air mass that is cold and humid • Air mass that is warm and humid • Type of air mass that would form over land • Lines that show temperature readings on a map • Type of air mass that would form over an ocean • Lines that show air pressure readings on a map • ...
Air masses and Fronts 2020-10-15
Across
- This is symbolized by red semicircles.
- This is symbolized by purple semicircles and triangles.
- front This is symbolized by blue triangles and red semicircles.
- Extremely cold temperatures and very little moisture.
- air masses are cool, moist, and unstable.
Down
- This is symbolized by blue triangles.
- air mass forms in the interior of subtropical continents at about 15o to 35o north and south latitude.
- a body of air with horizontally uniform temperature, humidity, and pressure.
- is the most important moisture-bearing and rain-producing air mass throughout the year.
- Cold and dry, but not as cold as Arctic air masses.
10 Clues: This is symbolized by blue triangles. • This is symbolized by red semicircles. • air masses are cool, moist, and unstable. • Cold and dry, but not as cold as Arctic air masses. • Extremely cold temperatures and very little moisture. • This is symbolized by purple semicircles and triangles. • front This is symbolized by blue triangles and red semicircles. • ...
Trig 2014-12-10
9 Clues: angle • of an angle • angle negative • side terminal side • degree acute angle right angle • second angle in standard position • similar triangles congruent triangles • angle coterminal angles vertical angles • angle complementary angle supplementary angle
geometry vocab quiz 2022-04-04
Across
- A convincing argunment that shows are congruent though angle side angle
- biscector a line that is perpendicular to a segment at its midpoint
- showing two triangles are congruent through hypotenuse
- the same distiance
- showing two triangles are congruent through side angle side
- showing two triangles are congruent through side side side
Down
- the corresponding sides and angles in congruent figures
- a transformation that creates a mirrior image
- showing two tringles are congruent through side angle side
9 Clues: the same distiance • a transformation that creates a mirrior image • showing two triangles are congruent through hypotenuse • the corresponding sides and angles in congruent figures • showing two tringles are congruent through side angle side • showing two triangles are congruent through side side side • showing two triangles are congruent through side angle side • ...
Les triangles 2019-02-13
Triangles Crossword 2021-12-25
Across
- A polygon made of 3 sides and angles.
- The side opposite the right angle.
- All sides are congruent.
- The sum of two non-adjacent interior opposite angles.
- Has equal sides and congruent angles.
- A triangle with two angles and a non-included side of a triangle are equal to the corresponding angles and sides of another triangle
Down
- Triangle with an angle more than 90.
- a triangle with 2 congruent sides.
- A triangle with two given sides and an included angle between them.
- Common endpoint of 2 rays.
- The non congruent side in an isosceles triangle.
- When a leg and an angle of a rght triangle are congruent.
12 Clues: All sides are congruent. • Common endpoint of 2 rays. • a triangle with 2 congruent sides. • The side opposite the right angle. • Triangle with an angle more than 90. • A polygon made of 3 sides and angles. • Has equal sides and congruent angles. • The non congruent side in an isosceles triangle. • The sum of two non-adjacent interior opposite angles. • ...
Triangles Vocabulary 2023-02-10
Across
- a triangle that has three sides of equal length
- a 90 degree angle, can be type of triangle
- same shape and size
- two sides in a right triangle, not the longest side
- the total amount resulting from an addition problem
- a triangle that has no equal sides
- an angle larger than 90 degrees, can be type of triangle
Down
- opposite angles made by two intersecting lines
- property that states something is congruent to itself
- side that is opposite the right angle
- a triangle that has two sides of equal length
- an angle less than 90 degrees, can be type of triangle
12 Clues: same shape and size • a triangle that has no equal sides • side that is opposite the right angle • a 90 degree angle, can be type of triangle • a triangle that has two sides of equal length • opposite angles made by two intersecting lines • a triangle that has three sides of equal length • two sides in a right triangle, not the longest side • ...
triangles or somthing 2022-03-17
Across
- the kind triangle we are working with
- Opposite Over Hypotenuse
- the type of triangle where all sides are the same
- what you use to solve angles
- Adjacent Over Hypotenuse
- the shape we are learning about
- the type of angle made when two lines intercept
- creators name
Down
- the shape that is made to show an angle is 90 degrees
- The diagonal of the triangle
- a type of right triangle (45-45-90, 30-60-90)
- when a graph is U shaped
- the corner of two lines in a triangle
- Opposite Over Adjacent
- the three variables present in standard form of a parabola
- The second word in the term for when all sides of a triangle are positive integers (3,4,5 - 6, 8, 10 etc)
- this is multiplied with x at the hypotenuse of a 30-60-90 triangle
- Our math teacher; a type of peanut butter; captain of a boat
18 Clues: creators name • Opposite Over Adjacent • when a graph is U shaped • Opposite Over Hypotenuse • Adjacent Over Hypotenuse • The diagonal of the triangle • what you use to solve angles • the shape we are learning about • the corner of two lines in a triangle • the kind triangle we are working with • a type of right triangle (45-45-90, 30-60-90) • ...
Ch 3 vocab crossword 2024-01-11
Across
- Synonyms include apex and angle
- Ex:5/8,3:1,6/12
- A chart in which there are facts on one side flowing to a conclusion or proof that the facts show
- two figures in which one can be carried onto another through rigid transformations and a dialation
- A transformation where the original image is both moved and enlarged or shrunk
- The measure of the total length of a shapes sides added together
- slide or move without changing orientation
- Formed by two rays or segments meeting and measured in degrees
- A way to prove triangles are similar using tow proportional sides of a shape and an equal angle between them
Down
- Ex:3/4=6/8
- Ex:ABCD~WXYZ and DOG~CAT (where ABCD, WXYZ, DOG, and CAT are shapes)
- This could be used to describe 2 shapes with a scale factor of 1
- The longest side of a right triangle
- A way to prove two triangles are congruent using two angles they share
- A way to prove two triangles are similar if all 3 of their sides are proportional to each other
15 Clues: Ex:3/4=6/8 • Ex:5/8,3:1,6/12 • Synonyms include apex and angle • The longest side of a right triangle • slide or move without changing orientation • Formed by two rays or segments meeting and measured in degrees • This could be used to describe 2 shapes with a scale factor of 1 • The measure of the total length of a shapes sides added together • ...
Triangles 2013-01-16
8 Clues: sgs • sfs • sgs • sgdg • sfgs • sgsg • Droite qui coupe un côté du triangle perpendiculairement en son milieu • Droite qui passe par le sommet d'un triangle et le coupe au milieu du côté opposé
FORMATIVE ASSESSMENT 1 CLASS X 2014-15 2014-06-19
Across
- In a triangle,if the square of one side is equal to the sum of the squares of the otherv two sides,then the angle ..... to the first side is a right angle.
- The ratio of the ...... of two similar triangles is equal to the ratio of the squares of their corresponding sides.
- All ........ triangles are similar.
- If a line divides any two sides of a triangle in the same ratio,then the line must be ..... to the third side.
- All ........ figures are similar.
- ...... gave Basic Proportionality Theorem.
Down
- In a right angled triangle,the square of the ...... is equal to the sum of the square of the other two sides.
- Two triangles are said to be similar if their corresponding sides are .........
- Two figures having the same shape and not necessarily the same size are called ..... figures.
- If two triangles are .........,then they are similar.
10 Clues: All ........ figures are similar. • All ........ triangles are similar. • ...... gave Basic Proportionality Theorem. • If two triangles are .........,then they are similar. • Two triangles are said to be similar if their corresponding sides are ......... • Two figures having the same shape and not necessarily the same size are called ..... figures. • ...
Similar Triangles Crossword 2021-04-20
Across
- A type of similarity in which one pair of corresponding angles is congruent and two pairs of corresponding sides are proportional.
- The ratio of the lengths of one pair of corresponding sides in similar triangles.
- Same SF as side lengths, proportional between the two triangles.
- sides must be ___ (in some instances) for triangles to be similar.
Down
- A type of similarity in which there are two pairs of congruent angles.
- A type of similarity in which all three pairs of corresponding sides are proportional.
- proportional sides and congruent angles must ___.
- A ratio that compares one side from each triangle to determine if they are similar.
- Two triangles are ___ when all three angles are equal, and when all three pairs of corresponding sides are equal (100% SF).
- A ratio that compares two sides of a triangle to two sides of another one to determine if they are similar.
10 Clues: proportional sides and congruent angles must ___. • Same SF as side lengths, proportional between the two triangles. • sides must be ___ (in some instances) for triangles to be similar. • A type of similarity in which there are two pairs of congruent angles. • The ratio of the lengths of one pair of corresponding sides in similar triangles. • ...
smecker 2021-09-15
30 Clues: geo • alg • stat • pyth • prob • circ • disc • poly • area • trig • base • hypo • graph • Angle • trian • chord • perim • sector • Vertex • volume • Median • Factor • Factors • tangent • Quadrant • binomial • Coordinate • Transversal • Equilateral • Quadrilateral
smecker 2021-09-15
30 Clues: geo • alg • area • pyth • poly • trig • base • disc • circ • hypo • stat • prob • graph • chord • trian • Angle • perim • volume • sector • Median • Factor • Vertex • Factors • tangent • binomial • Quadrant • Coordinate • Equilateral • Transversal • Quadrilateral
Area of Triangles 2020-04-29
Across
- Composite figure method: _____-____ method
- Area of Triangle = 1/2 x _____ x height
- Triangles with one of the angles equal to 90 degrees
- Triangles with angles less than 90 degrees
- fraction of the total
Down
- Area of Triangle = 1/2 x _____ x _____
- Triangles with one of the angles more than 90 degrees
- Composite figure method: _____ and ______
- Composite figure method: _____ and ______
- Fraction of the shaded out of the total
10 Clues: fraction of the total • Area of Triangle = 1/2 x _____ x _____ • Area of Triangle = 1/2 x _____ x height • Fraction of the shaded out of the total • Composite figure method: _____ and ______ • Composite figure method: _____ and ______ • Composite figure method: _____-____ method • Triangles with angles less than 90 degrees • ...
Geometry Unit 7 - Important Terms (1-5) 2022-07-06
Across
- if k is equal to one the object will not change ____
- if two angles of one triangle are ____ to two angles of another triangle, the two triangles are similar; AA similarity
- a dilation is not considered a rigid motion because it changes ____ and size
- dilations preserve ____ measures so the objects will not change shape, just size
- two geometric figures are similar if all pairs of corresponding sides are ____ and corresponding angles are congruent
- ______ each coordinate so you can find the
Down
- a dilation of a line segment not containing the ____ will result in parallel lines
- when dilating points on a coordinate plane you
- the notation for _____ is a squiggly line
- a dilation's _____ factor, k, is found by comparing the new dimension to the original dimension, in fraction form
- if k is greater than one the object will ____
- positions
- if k is less than one the object will ____
- we can solve proportions by ____ multiplying the pairs of ratios
- if all three ____ of corresponding sides of two triangles are proportional, the two triangles must be similar; SSS similarity
15 Clues: positions • the notation for _____ is a squiggly line • if k is less than one the object will ____ • ______ each coordinate so you can find the • if k is greater than one the object will ____ • when dilating points on a coordinate plane you • if k is equal to one the object will not change ____ • we can solve proportions by ____ multiplying the pairs of ratios • ...
Trigonometry and before 2019-04-11
Across
- Three numbers whose side form a right triangle are known as a Pythagorean ____. (Ex. 3-4-5 or 5-12-13).
- The longest side of a right triangle.
- Proof that triangles are congruent, also known as ASA.
- Trigonometric ratio that uses opposite and hypotenuse (Abb).
- A 40 degree and a 50 degree angle are ______.
- Proof that triangles are congruent when all the corresponding sides are congruent.
Down
- Tangent uses the ___ and adjacent sides.
- Line tht cuts two parallel lines forming corresponding, alternate interior, and alternate exterior angles.
- Pythagorean ____ says that leg squared plus leg squared equals hypotenuse squared.
- When the slope of two lines are equal, the lines are parallel.
- When the slope of two lines are negative reciprocals, the lines are___.
- Proof that triangles are congruent when two sides and the included angle are congruent.
- Trigonometric ratio that uses adjacent and hypotenuse (Abb).
- If the leg of a right triangle is 8 and the hypotenuse is 17, what is the measure of the other leg.
- A line that cuts an angle in half.
15 Clues: A line that cuts an angle in half. • The longest side of a right triangle. • Tangent uses the ___ and adjacent sides. • A 40 degree and a 50 degree angle are ______. • Proof that triangles are congruent, also known as ASA. • Trigonometric ratio that uses opposite and hypotenuse (Abb). • Trigonometric ratio that uses adjacent and hypotenuse (Abb). • ...
MAP4C Summative Cross puzzle 2013-05-29
Across
- a number, shown in a smaller size and raised, that tells us how many times the huber before it is used as a factor
- is a branch of mathematics that studies triangles and the relationships between the lengths of their sides and the angles between those sides
- a graph that uses bars, where each bar represents a range of values and the data are continuous
- a trigonometric law used to solve triangles, that are equal
- -5t + 30t=0 is a _________ equation
Down
- a mathematical statement indicating that two expressions are equal
- the side opposite the right angle in a right triangle
- s a branch of mathematics concerned with questions of shape, size, relative position of figures, and the properties of space
- represents a part of a whole or, more generally, any number of equal parts
- the amount of space occupied by an object
- Theorem what is this formula used for a2+b2=c2
- the most frequently occurring value in a set of data
- a trigonometric law use to solve triangles
- y=mx + b is a _______ equation
- a continuing payment with a fixed total annual amount
15 Clues: y=mx + b is a _______ equation • -5t + 30t=0 is a _________ equation • the amount of space occupied by an object • a trigonometric law use to solve triangles • Theorem what is this formula used for a2+b2=c2 • the most frequently occurring value in a set of data • the side opposite the right angle in a right triangle • ...
Maths Triangles 2022-10-09
Across
- bisector the line which cuts the side on a perpendicular, and it divides the line into two equal halves
- the halve of sum of all the sides ( halve of perimeter)
- the point of concurrency of the angle bisectors in a triangle
- point of concurrency of all the altitudes in a triangle
- a line emerging from one vertex and making a 90° angle on the opposite side
Down
- the point of concurrency of all the perpendicular bisectors in a triangle
- the total area enclosed under a polygon
- bisector is a line dividing the angle into two halves and landing on the other side
- line emerging from one vertex and bisecting the opposite side
- the sum of the length of all the sides of a polygon is called the perimeter
- point of concurrency of all the medians in a triangle
11 Clues: the total area enclosed under a polygon • point of concurrency of all the medians in a triangle • the halve of sum of all the sides ( halve of perimeter) • point of concurrency of all the altitudes in a triangle • line emerging from one vertex and bisecting the opposite side • the point of concurrency of the angle bisectors in a triangle • ...
Triangles Vocab 2021-01-15
Across
- (2 words) a segment that cuts an angle in half
- segment that extends from each vertex to the opposite side and bisects that side
- side across from the right angle in a right triangle
- (2 words) a median that forms a 90 degree angle with the side of a triangle
Down
- parts with the same measure
- point at which the sides of a triangle converge
- center of a triangle that is equidistant from each side of the triangle
- to cut in half
- segment that connects the midpoints of two sides and is parallel to and half the length of the third side
- the intersection of all medians in a triangle
- center of a triangle that is equidistant from each vertex of the triangle
11 Clues: to cut in half • parts with the same measure • the intersection of all medians in a triangle • (2 words) a segment that cuts an angle in half • point at which the sides of a triangle converge • side across from the right angle in a right triangle • center of a triangle that is equidistant from each side of the triangle • ...
MAP4C Summative Cross puzzle 2013-05-29
Across
- the most frequently occurring value in a set of data
- y=mx + b is a _______ equation
- s a branch of mathematics concerned with questions of shape, size, relative position of figures, and the properties of space
- -5t + 30t=0 is a _________ equation
- a trigonometric law use to solve triangles
- Theorem what is this formula used for a2+b2=c2
- represents a part of a whole or, more generally, any number of equal parts
- a trigonometric law used to solve triangles, that are equal
Down
- the amount of space occupied by an object
- a continuing payment with a fixed total annual amount
- the side opposite the right angle in a right triangle
- is a branch of mathematics that studies triangles and the relationships between the lengths of their sides and the angles between those sides
- a mathematical statement indicating that two expressions are equal
- a graph that uses bars, where each bar represents a range of values and the data are continuous
- a number, shown in a smaller size and raised, that tells us how many times the huber before it is used as a factor
15 Clues: y=mx + b is a _______ equation • -5t + 30t=0 is a _________ equation • the amount of space occupied by an object • a trigonometric law use to solve triangles • Theorem what is this formula used for a2+b2=c2 • the most frequently occurring value in a set of data • a continuing payment with a fixed total annual amount • ...
Trigonometry and before 2019-04-11
Across
- Line tht cuts two parallel lines forming corresponding, alternate interior, and alternate exterior angles.
- The longest side of a right triangle.
- Proof that triangles are congruent when two sides and the included angle are congruent.
- When the slope of two lines are negative reciprocals, the lines are___.
- If the leg of a right triangle is 8 and the hypotenuse is 17, what is the measure of the other leg.
- A 40 degree and a 50 degree angle are ______.
- Pythagorean ____ says that leg squared plus leg squared equals hypotenuse squared.
Down
- When the slope of two lines are equal, the lines are parallel.
- Tangent uses the ___ and adjacent sides.
- Proof that triangles are congruent when all the corresponding sides are congruent.
- Proof that triangles are congruent, also known as ASA.
- Three numbers whose side form a right triangle are known as a Pythagorean ____. (Ex. 3-4-5 or 5-12-13).
- Trigonometric ratio that uses opposite and hypotenuse (Abb).
- A line that cuts an angle in half.
- Trigonometric ratio that uses adjacent and hypotenuse (Abb).
15 Clues: A line that cuts an angle in half. • The longest side of a right triangle. • Tangent uses the ___ and adjacent sides. • A 40 degree and a 50 degree angle are ______. • Proof that triangles are congruent, also known as ASA. • Trigonometric ratio that uses opposite and hypotenuse (Abb). • Trigonometric ratio that uses adjacent and hypotenuse (Abb). • ...
Geometry Crossword Puzzle 2022-06-07
Across
- If two triangles have two congruent sides but the angle that connects those lines is smaller on one triangle then the corresponding line is
- 90 degree angle
- Angles opposite to each other
- A line that is the same as another
- Angle that has a vertex outside of a circle
- Angle that has a vertex in the edge of a circle
- Angle that has a vertex at the center of a circle
Down
- Angles that add up to 90 degrees
- Angles that add up to 180 degrees
- Shape with three sides
- Theorem states that if two sides of two triangles are congruent and the included angle is different, then the angle that is larger is opposite the longer side
- Angle that has a vertex inside of a circle
- A perfectly round shape with no corners or edges
- If two triangles have two congruent sides but the angle that connects those lines is greater on one triangle then the corresponding line is
- The space between two intersecting lines or surfaces at or close to the point where they meet
15 Clues: 90 degree angle • Shape with three sides • Angles opposite to each other • Angles that add up to 90 degrees • Angles that add up to 180 degrees • A line that is the same as another • Angle that has a vertex inside of a circle • Angle that has a vertex outside of a circle • Angle that has a vertex in the edge of a circle • A perfectly round shape with no corners or edges • ...
Angles in Circles and Hinge Theorem Crossword 2022-06-07
Across
- A line that is the same as another
- Angle that has a vertex in the perimeter of a circle
- Angles opposite to each other
- 90 degree angle
- A perfectly round shape with no corners or edges
- Angles that add up to 180 degrees
- Theorem states that if two sides of two triangles are congruent and the included angle is different, then the angle that is larger is opposite the longer side
- Angle that has a vertex inside of a circle
Down
- If two triangles have two congruent sides but the angle that connects those lines is smaller on one triangle then the corresponding line is
- Shape with three sides
- The space between two intersecting lines or surfaces at or close to the point where they meet
- Angles that add up to 90 degrees
- Angle that has a vertex outside of a circle
- If two triangles have two congruent sides but the angle that connects those lines is greater on one triangle then the corresponding line is
- Angle that has a vertex at the center of a circle
15 Clues: 90 degree angle • Shape with three sides • Angles opposite to each other • Angles that add up to 90 degrees • Angles that add up to 180 degrees • A line that is the same as another • Angle that has a vertex inside of a circle • Angle that has a vertex outside of a circle • A perfectly round shape with no corners or edges • Angle that has a vertex at the center of a circle • ...
Trigonometry and before 2019-04-11
Across
- Three numbers whose side form a right triangle are known as a Pythagorean ____. (Ex. 3-4-5 or 5-12-13).
- Proof that triangles are congruent when two sides and the included angle are congruent.
- When the slope of two lines are negative reciprocals, the lines are___.
- Tangent uses the ___ and adjacent sides.
- If the leg of a right triangle is 8 and the hypotenuse is 17, what is the measure of the other leg.
Down
- Line tht cuts two parallel lines forming corresponding, alternate interior, and alternate exterior angles.
- A 40 degree and a 50 degree angle are ______.
- The longest side of a right triangle.
- Proof that triangles are congruent, also known as ASA.
- Proof that triangles are congruent when all the corresponding sides are congruent.
- Trigonometric ratio that uses adjacent and hypotenuse (Abb).
- A line that cuts an angle in half.
- Pythagorean ____ says that leg squared plus leg squared equals hypotenuse squared.
- Trigonometric ratio that uses opposite and hypotenuse (Abb).
- When the slope of two lines are equal, the lines are parallel.
15 Clues: A line that cuts an angle in half. • The longest side of a right triangle. • Tangent uses the ___ and adjacent sides. • A 40 degree and a 50 degree angle are ______. • Proof that triangles are congruent, also known as ASA. • Trigonometric ratio that uses adjacent and hypotenuse (Abb). • Trigonometric ratio that uses opposite and hypotenuse (Abb). • ...
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 Unit 4 Definitions 2023-05-16
Across
- Property when two triangles share a side, so the side is congruent to itself
- A triangle with 1 obtuse angle
- Side-Side-Side (acronym)
- A triangle with a 90 degree angle
- This shape's angles all add to 180 degrees
- A triangle with no congruent sides
- Angle-Angle-Side (acronym)
- Corresponding Parts of Congruent Triangles are Congruent (acronym)
- Angle-Side-Angle (acronym)
Down
- The angle across from the right angle of a triangle
- The first reason of any proof
- A triangle with 3 acute angles
- A triangle with 3 congruent angles
- A triangle with 2 congruent sides
- Side-Angle-Side (acronym)
- A triangle with 3 congruent sides
16 Clues: Side-Side-Side (acronym) • Side-Angle-Side (acronym) • Angle-Angle-Side (acronym) • Angle-Side-Angle (acronym) • The first reason of any proof • A triangle with 3 acute angles • A triangle with 1 obtuse angle • A triangle with 2 congruent sides • A triangle with 3 congruent sides • A triangle with a 90 degree angle • A triangle with 3 congruent angles • ...
Pythagorean Theorem Crossword 2022-03-31
Across
- An ancient Greek mathematician that defined a theorem about right triangles.
- A 45°-45°-90° triangle is also an __________ triangle.
- The square root of 225
- 4 squared
- The ____________ theorem allows you to find a missing side of a right triangle if you are given the 2 other sides.
- The number of degrees in a right triangle.
- The 2 sides of a right triangle that form a right angle.
Down
- To simplify x to the power of 2, take the square ______ of both sides.
- Another way to say x to the power of 2 is x ________.
- The side of a right triangle labeled with the letter "c" in the Pythagorean Theorem.
- Triangles whose angles measure 45°-45°-90° or 30°-60°-90° are called ________ right triangles.
- The hypotenuse of a right triangle is the side opposite from the _______ angle.
- The side of a right triangle labeled with the letter "a" or "b" in the Pythagorean Theorem.
- The shape referred to in the Pythagorean Theorem
14 Clues: 4 squared • The square root of 225 • The number of degrees in a right triangle. • The shape referred to in the Pythagorean Theorem • Another way to say x to the power of 2 is x ________. • A 45°-45°-90° triangle is also an __________ triangle. • The 2 sides of a right triangle that form a right angle. • ...
Angles and Sides 2024-04-21
Across
- Number of degrees in 5 right angles + number of angles in 5 triangles
- Number of angles in 6 octagons
- Number of edges on seven 50p coins
- Number of sides +number of angles in ½ gross of triangles
- Number of degrees + number of sides of a triangle
- Number of degrees in 8 parallelograms
- Number of degrees in a circle
Down
- (Number of sides of a rhombus multiplied by number of degrees in a square) + Number of sides of a square
- Number of degrees in a kite - number of angles in 23 triangles +2
- Number of sides in 12 heptagons
- Number of pairs of parallel lines in 21 parallelograms
- Number of sides in a triangle multiplied by number of sides in a square x number of degrees in a rectangle
- (Number of sides in a pentagon + number of angles in a hexagon) multiplied by number of angles in a pentagon multiplied by number of sides in a hexagon.
- Number of degrees in an angle of an equilateral triangle + a pair
14 Clues: Number of degrees in a circle • Number of angles in 6 octagons • Number of sides in 12 heptagons • Number of edges on seven 50p coins • Number of degrees in 8 parallelograms • Number of degrees + number of sides of a triangle • Number of pairs of parallel lines in 21 parallelograms • Number of sides +number of angles in ½ gross of triangles • ...
IF YOU GOT SHETCHERS ON GET OUT MY FACE BROO!!! 2022-10-21
18 Clues: MP • CP • CT • mt • Smog • cumulus • stratus • doldrums • sea breeze • red circles • Globalwinds • local winds • land breeze • cumulonimbus • blue triangles • horselatatudes • stays in a place for hours/days • front purple circles and triangle
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 • ...
TRIANGLE PROOFS 2020-11-12
Across
- a triangle having two sides of equal length.
- having all sides or faces equal an equilateral triangle
- congruency If two angles and the non-included side of one triangle are congruent to two angles and the non - induced side of another triangle, then the triangles are congruent
- Lines Lines that intersect to form right angles or 90 degrees
- The Ray that divides an angle into two congruent angles
- Any two angles that have a sum of 180 degrees
- angles that are in the same position. made by a line cutting through two or more other lines.
- Two lines that do not intersect and are always the same distance apart.
- Corresponding Parts of Congruent Triangles are congruent by definition of congruence
Down
- leg
- mean
- The point that divides a segment into two congruent segments
- congruency two angles and the Included side of One triangle are congruent to two angles and the 1 included Side of another triangle, then the triangles are congruent
- is a side of a polygon or a face of a polyhedron
- congruency If two sides and the Included angle of one triangle are Congruent to two sides
- Anything equals itself; x=x
- Having the exact same size and shape and there by having the exact same measures
- A corner of a figure
- congruency If 3 sides of 1 triangle of one congruent to 3 sidesof another triangle
19 Clues: leg • mean • A corner of a figure • Anything equals itself; x=x • a triangle having two sides of equal length. • Any two angles that have a sum of 180 degrees • is a side of a polygon or a face of a polyhedron • having all sides or faces equal an equilateral triangle • The Ray that divides an angle into two congruent angles • ...
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 • ...
math crossword 2014-01-20
Across
- another name for x values
- u shape line on a chart
- the difference of two squares, or the difference of perfect squares
- the most common number
- the law used for solving triangles
- A selection taken from a larger group
- the middle number
- lowest or highest point on a parabola
Down
- study of triangles
- an opinion thats one sided
- each of four equal groups into which a population can be divided
- relates the lengths of the sides of a triangle to the cosine of one of its angles
- next to or across from
- longest side of a right angle triangle
- middle x value of parabola
15 Clues: the middle number • study of triangles • next to or across from • the most common number • u shape line on a chart • another name for x values • an opinion thats one sided • middle x value of parabola • the law used for solving triangles • A selection taken from a larger group • lowest or highest point on a parabola • longest side of a right angle triangle • ...
Triangles Puzzle 2021-07-01
Across
- If in 2 triangles ABC and DEF AB=DE; BC =EF; AC=DF; the the triangles are______________ (9)
- Full form of BPT is basic _______ theorem (15)
- 3cm, 4cm and 5cm is an example of pythagorean ___ (7)
- A polygon with three sides (8)
- Area of triangle= 1/2 * __________ * height (4)
Down
- This theorem states that the sum of squares of the other 2 sides of a right triangle is the square of the hypotenuse (10)
- A line segment that joins a vertex to the mid-point of the opposite side, dividing it further into two congruent triangles is called (6)
- 2 triangles are ____________ if the ratio of corresponding sides are equal (7)
- The line segment joining a vertex of a triangle with the opposite side such that the segment is perpendicular to the opposite side is called (8)
- The property that states that the sum of angles in a triangle is 180° is __________ (5,3)
10 Clues: A polygon with three sides (8) • Full form of BPT is basic _______ theorem (15) • Area of triangle= 1/2 * __________ * height (4) • 3cm, 4cm and 5cm is an example of pythagorean ___ (7) • 2 triangles are ____________ if the ratio of corresponding sides are equal (7) • The property that states that the sum of angles in a triangle is 180° is __________ (5,3) • ...
Triangles 2021-08-27
Across
- Two figures are congruent, if they are of the same --- and of the same size
- if ABC is a/an --- triangle with AB=AC, then <A=<C
- triangle having 2 equal sides
Down
- If in two right triangles the hypotenuse and one side of one triangle are equal to the hypotenuse and one side of the other triangle, then the two triangles are congruent by
- in RHS h stands for
- two triangles having two equal sides and equal included angle is congruent by
- two circles with the same radius are
- each angle of an equilateral triangle measures
8 Clues: in RHS h stands for • triangle having 2 equal sides • two circles with the same radius are • each angle of an equilateral triangle measures • if ABC is a/an --- triangle with AB=AC, then <A=<C • Two figures are congruent, if they are of the same --- and of the same size • two triangles having two equal sides and equal included angle is congruent by • ...
Triangles 2023-11-10
Triangles 2024-02-22
7 Clues: an angle that's 90 degrees • three sides and three angles • 2 equal sides, 2 equal angles • no equal sides, no equal angles • an angle that's more than 90 degrees • 3 equal sides, 3 equal angles, always 60 deg • an angle where all angles are less than 90 degrees
gabriel keisler 2020-10-13
Across
- This is a hot and dry thing
- Hot water vapor
- This is really hot
- This is really cold
- Anything that is form over the sea
- This is the slowest of the fronts
Down
- This a ball of ice
- My symbol is red semicircles and blue triangles
- My symbol is purple triangles and semicircles
- This is the fastest front
- This was rain that was frozen mid drop
- this is the most common wet form of precipitation
12 Clues: Hot water vapor • This a ball of ice • This is really hot • This is really cold • This is the fastest front • This is a hot and dry thing • This is the slowest of the fronts • Anything that is form over the sea • This was rain that was frozen mid drop • My symbol is purple triangles and semicircles • My symbol is red semicircles and blue triangles • ...
Wacky weather 2016-02-01
Across
- Moves air from high pressure areas to low pressure areas
- Clear, fair weather
- Brings hot dry air to US southwest
- Evaporation, condensation and precipitation
- Front that brings light steady rain
- Affects if air is high or low pressure.
- Transfer of heat through fluids
- Temperature at which a material heats
- Wind coming from the sea
Down
- Front that brings severe storms
- Major air mass that brings fog to US West coast
- Red and blue symbol with triangles an on one side and circles on the other
- Rain that evaporates before hitting the ground
- Purple symbol with alternating circles and triangles
- Center of the Hurricane
- Cloudy and rainy weather
- Catagory scale of hurricanes
- A storm with a violent wind, a wind force that exceeds 74mph
- Wind coming from the land
- One of the distinguishing factors of an air mass
- Spring and neap, High and low
21 Clues: Clear, fair weather • Center of the Hurricane • Cloudy and rainy weather • Wind coming from the sea • Wind coming from the land • Catagory scale of hurricanes • Spring and neap, High and low • Front that brings severe storms • Transfer of heat through fluids • Brings hot dry air to US southwest • Front that brings light steady rain • Temperature at which a material heats • ...
Trig Crossword 2022-02-17
Across
- The longest side of a right triangle.
- The radius times angle theta in radians.
- a squared plus b squared equals c squared.
- The reciprocal of secant.
- Hypotenuse/Opposite
- Opposite/Hypotenuse
- The 45-45-90 and 30-60-90 triangles.
- Hypotenuse/Adjacent
- This Greek letter is used to represent an angle.
- The direction you rotate for negative angles.
- Opposite/Adjacent
Down
- The coordinate plane is divided into these 4 regions.
- Angles that start and stop in the same place.
- The branch of math that studies triangles.
- An angle whose measure is between 0 and 90 degrees.
- The reciprocal of tangent.
- A triangle with a 90 degree angle.
- Another way to measure an angle.
- The acronym for sine, cosine, and tangent.
- One way to measure an angle.
- 3.141592...
- The 2 sides of a right triangle (not the hyp.)
- The direction you rotate for positive angles.
23 Clues: 3.141592... • Opposite/Adjacent • Hypotenuse/Opposite • Opposite/Hypotenuse • Hypotenuse/Adjacent • The reciprocal of secant. • The reciprocal of tangent. • One way to measure an angle. • Another way to measure an angle. • A triangle with a 90 degree angle. • The 45-45-90 and 30-60-90 triangles. • The longest side of a right triangle. • The radius times angle theta in radians. • ...
Geometry Extra Credit 2022-12-07
Across
- using statements and ___ to prove something true
- ___ angles are congruent and across from each other
- rotations, dilation, and reflection are examples of ____
- an activity I do outside of school
- 2 angles that add up to 90 degrees
- a property where something equals itself
- my pet rabbit
- i have a channel on ___
- rotation reflection and translation are rigid ____
- _____ pair of angles that form a straight line
Down
- the 4 parts of the coordinate plane are called ____
- an example of parts of similar triangles
- if/then statements
- used when asked to prove parts congruent
- a line that starts from one point and extends infinitely in one direction
- an angle bisector is an example of a ____
- 2 angles that add up to 180 degress
- something i do in my free time
- a place i go to on sundays
- isoceles and equlateral are example of ___
20 Clues: my pet rabbit • if/then statements • i have a channel on ___ • a place i go to on sundays • something i do in my free time • an activity I do outside of school • 2 angles that add up to 90 degrees • 2 angles that add up to 180 degress • an example of parts of similar triangles • used when asked to prove parts congruent • a property where something equals itself • ...
Module 6 topic 3 crossword 2022-07-17
Across
- has 3 sides that add to 180 degrees
- the S in A-S-A
- what postlate proves that is 2 sides and 1 angle are congruent then the triangles are congruent?
- the side that is not between 2 angles
- the side in between 2 angles
- if 2 angle and the non included side are congruent to another then they are congruent
- if 2 triangles can be placed over each other and be the same
- what means the same size and shape?
Down
- what postulate if 3 sides of a triangle are congruent to another triangle then they are congruent?
- if 2 angles and the included side of one triangle are congruent to another then they are congruent.
- the same location on 2 or more objects
- the side opposite of the right angle in a triangle
- if the hypotonuse and leg of one right triangle are congruent to another then triangles are congruent
- has one angle that is 90 degrees
- the side opposite of the acute angle in a right triangle
- the corner of 2 connecting lines
16 Clues: the S in A-S-A • the side in between 2 angles • has one angle that is 90 degrees • the corner of 2 connecting lines • has 3 sides that add to 180 degrees • what means the same size and shape? • the side that is not between 2 angles • the same location on 2 or more objects • the side opposite of the right angle in a triangle • ...
air mass cross word puzzle 2020-10-15
Across
- balloon- this instrument is used to provide information about the weather
- a large body of air with the same temperature and moisture content
- vane- This is an instrument that determines the direction of the wind
- when two air masses meet
- This instrument measures air pressure
- this front is symbolized with a line and red semicircles
- this front is symbolized by purple triangles and semicircles
Down
- this front is symbolized by a line and blue triangles and brings bad weather
- front- symbolized with a line and blue triangles and red semicircles
- this instrument is used to detect rain, snow, or other forms of precipitation
- - this instrument is used to Measure the temperature of the air
- gauge- this is used to measure the amount of rain that has fallen over a specific amount of time.
12 Clues: when two air masses meet • This instrument measures air pressure • this front is symbolized with a line and red semicircles • this front is symbolized by purple triangles and semicircles • - this instrument is used to Measure the temperature of the air • a large body of air with the same temperature and moisture content • ...
DOCE 2022-06-16
Across
- Théorème qui permet de calculer des rapports de longueurs et de mettre en évidence des relations de proportionnalité en présence de parallélisme.
- Transformation géométrique par agrandissement ou réduction
- Droite qui coupe un angle en deux angles égaux.
- Transformation géométrique qui traduit un mouvement rectiligne.
- Théorème permettant de calculer une longueur dans un triangle rectangle lorsqu'on connait déjà deux longueurs.
Down
- Fonction qui traduit une situation de proportionnalité
- Triangles ayant leurs angles égaux deux à deux
- Transformation géométrique qui traduit le déplacement d'une figure autour d'un point fixe, selon un angle donné
- Branche des mathématiques qui traite des relations entre distances et angles dans les triangles rectangles.
- Droite qui coupe perpendiculairement un segment en son milieu.
- Fonction qui se traduit par une droite dans un repère orthogonal.
- Triangles ayant leurs côtés égaux deux à deux
12 Clues: Triangles ayant leurs côtés égaux deux à deux • Triangles ayant leurs angles égaux deux à deux • Droite qui coupe un angle en deux angles égaux. • Fonction qui traduit une situation de proportionnalité • Transformation géométrique par agrandissement ou réduction • Droite qui coupe perpendiculairement un segment en son milieu. • ...
Geometry Vocabulary: Triangle Congruence and Similarity 2021-05-23
Across
- if a line is parallel to one side of a triangle and it intersects the other two sides, then it divides those sides proportionally.
- the point formed by medians of a triangle is two-thirds of the distance from each vertex to the midpoint of the opposite side.
- the circumcenter (formed by the perpendicular bisector) is equidistant from the vertices of the triangle.
- if the three sides of one triangle are congruent to the corresponding sides to another triangle, then the two triangles are congruent.
- the point where the perpendicular bisectors of the sides intersect.
- segment joining a vertex to the midpoint of the opposite side of a triangle.
- all corresponding sides and all corresponding angles are equal in measure.
- if two sides and the included angle of one triangle are equal to two sides and the included angle of another corresponding triangle, the triangles are congruent.
- if two angles and any side of one triangle are congruent to two angles and any side of another corresponding triangle, then the triangles are congruent.
- the incenter is equidistant from the sides of the triangle.
Down
- the location where three or more lines intersect.
- if any two angles and their included side of one triangle are equal to any two angles and their included side of another corresponding triangle, then the triangles are congruent.
- a segment that passes through the midpoint of a side of the triangle at a right angle.
- is half of the length of the side parallel to it.
- a line segment that goes from the vertex of a triangle to the opposite side and is perpendicular to it.
- connects the midpoints of the sides of a triangle.
16 Clues: the location where three or more lines intersect. • is half of the length of the side parallel to it. • connects the midpoints of the sides of a triangle. • the incenter is equidistant from the sides of the triangle. • the point where the perpendicular bisectors of the sides intersect. • all corresponding sides and all corresponding angles are equal in measure. • ...
MAP4C Summative Cross puzzle 2013-05-29
Across
- a number, shown in a smaller size and raised, that tells us how many times the huber before it is used as a factor
- -5t + 30t=0 is a _________ equation
- a trigonometric law used to solve triangles, that are equal
- Theorem what is this formula used for a2+b2=c2
- a trigonometric law use to solve triangles
- the side opposite the right angle in a right triangle
- s a branch of mathematics concerned with questions of shape, size, relative position of figures, and the properties of space
- the most frequently occurring value in a set of data
- represents a part of a whole or, more generally, any number of equal parts
- y=mx + b is a _______ equation
Down
- the amount of space occupied by an object
- is a branch of mathematics that studies triangles and the relationships between the lengths of their sides and the angles between those sides
- a graph that uses bars, where each bar represents a range of values and the data are continuous
- a continuing payment with a fixed total annual amount
- a mathematical statement indicating that two expressions are equal
15 Clues: y=mx + b is a _______ equation • -5t + 30t=0 is a _________ equation • the amount of space occupied by an object • a trigonometric law use to solve triangles • Theorem what is this formula used for a2+b2=c2 • the most frequently occurring value in a set of data • a continuing payment with a fixed total annual amount • ...
MAP4C Summative Cross puzzle 2013-05-29
Across
- a number, shown in a smaller size and raised, that tells us how many times the huber before it is used as a factor
- -5t + 30t=0 is a _________ equation
- a trigonometric law used to solve triangles, that are equal
- Theorem what is this formula used for a2+b2=c2
- a trigonometric law use to solve triangles
- the side opposite the right angle in a right triangle
- s a branch of mathematics concerned with questions of shape, size, relative position of figures, and the properties of space
- the most frequently occurring value in a set of data
- represents a part of a whole or, more generally, any number of equal parts
- y=mx + b is a _______ equation
Down
- the amount of space occupied by an object
- is a branch of mathematics that studies triangles and the relationships between the lengths of their sides and the angles between those sides
- a graph that uses bars, where each bar represents a range of values and the data are continuous
- a continuing payment with a fixed total annual amount
- a mathematical statement indicating that two expressions are equal
15 Clues: y=mx + b is a _______ equation • -5t + 30t=0 is a _________ equation • the amount of space occupied by an object • a trigonometric law use to solve triangles • Theorem what is this formula used for a2+b2=c2 • the most frequently occurring value in a set of data • a continuing payment with a fixed total annual amount • ...
Geometry Unit 7 - Important Terms (1-5) 2022-07-06
Across
- we can solve proportions by ____ multiplying the pairs of ratios
- the notation for _____ is a squiggly line
- positions
- a dilation is not considered a rigid motion because it changes ____ and size
- ______ each coordinate so you can find the
- two geometric figures are similar if all pairs of corresponding sides are ____ and corresponding angles are congruent
- dilations preserve ____ measures so the objects will not change shape, just size
- if k is equal to one the object will not change ____
Down
- if all three ____ of corresponding sides of two triangles are proportional, the two triangles must be similar; SSS similarity
- if two angles of one triangle are ____ to two angles of another triangle, the two triangles are similar; AA similarity
- a dilation of a line segment not containing the ____ will result in parallel lines
- if k is less than one the object will ____
- if k is greater than one the object will ____
- when dilating points on a coordinate plane you
- a dilation's _____ factor, k, is found by comparing the new dimension to the original dimension, in fraction form
15 Clues: positions • the notation for _____ is a squiggly line • if k is less than one the object will ____ • ______ each coordinate so you can find the • if k is greater than one the object will ____ • when dilating points on a coordinate plane you • if k is equal to one the object will not change ____ • we can solve proportions by ____ multiplying the pairs of ratios • ...