triangles Crossword Puzzles
Angle Relationships & Triangles 2025-02-27
Across
- the ____ of the 3 angles in a triangle equals 180 degrees
- two triangles are _______ if they have 2 pairs of matching angles
- these angles are on opposite sides of the transversal, on the outside of the parallel lines
- these angles are in matching corners or the same position
- if two angles have _______ they automatically fall under the supplementary category (2 words)
- this means the angles have the same measure
- these angles are across from each other, where the "v's" connect
- this means two angles has a sum of 180 degrees
- ______ sign difference
Down
- these angles are on the same side of the transversal, on the outside of the parallel lines
- these angles are on the same side of the transversal, on the inside of the parallel lines
- the exterior angle of a triangle is equal to the sum of the two __________ angles
- these angles are on opposite sides of the transversal, on the inside of the parallel lines
- He is 6'7"
- The first question to ask yourself when finding a missing angle with parallel lines and transversals
- _____ sign sum
- Once you have the relationship this is the second question to ask yourself when finding a missing angle with parallel lines and transversals
17 Clues: He is 6'7" • _____ sign sum • ______ sign difference • this means the angles have the same measure • this means two angles has a sum of 180 degrees • the ____ of the 3 angles in a triangle equals 180 degrees • these angles are in matching corners or the same position • these angles are across from each other, where the "v's" connect • ...
Trigonometry Vocabulary 2015-01-21
Across
- Part of a shape used to find angles inside a triangle
- When two triangles have the same proportions
- Given when objects are scaled to find the original side.
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- interior angles of a transversal
- corresponding angles
- When two angles are connected at a point and are automatically the same
- The longest part of a right angled triangle
- a 90 degree angle
- alternate interior pattern
- an angle smaller than 90 degrees
- an angle bigger than 90 degrees
- When an angle is above the horizontal it is an angle of ___
Down
- requires one side with its corresponding angle and a second side or angle
- The corner of a shape and adds to 180 derees
- A branch of Mathematics that use triangles, angles and side lengths
- When two triangles are the same with different proportions
- Three sided shape
- The amount of space in a designated space
- When an angle is below the horizontal it is an angle of ___
- a^2+b^2=c^2
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- Requires all sides or two sides with the corresponding angle
- The distance around the area
- A number multiplied by itself is ___
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- The opposite of squaring a number
- The measurement unit for angles
- A Trigonometric Ratio uses opposite and adjacent sides
- A Trigonometric Ratio uses opposite sides and the hypotenuse
30 Clues: a^2+b^2=c^2 • Three sided shape • a 90 degree angle • corresponding angles • alternate interior pattern • The distance around the area • The measurement unit for angles • an angle bigger than 90 degrees • interior angles of a transversal • an angle smaller than 90 degrees • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-21
Across
- When two triangles are the same with different proportions
- The opposite of squaring a number
- The measurement unit for angles
- Requires all sides or two sides with the corresponding angle
- When two angles are connected at a point and are automatically the same
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- The longest part of a right angled triangle
- A branch of Mathematics that use triangles, angles and side lengths
- When an angle is above the horizontal it is an angle of ___
- When an angle is below the horizontal it is an angle of ___
- an angle smaller than 90 degrees
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- A number multiplied by itself is ___
- The amount of space in a designated space
Down
- The distance around the area
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- The corner of a shape and adds to 180 derees
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- a^2+b^2=c^2
- a 90 degree angle
- corresponding angles
- an angle bigger than 90 degrees
- requires one side with its corresponding angle and a second side or angle
- A Trigonometric Ratio uses opposite and adjacent sides
- Given when objects are scaled to find the original side.
- When two triangles have the same proportions
- Three sided shape
- alternate interior pattern
- Part of a shape used to find angles inside a triangle
- interior angles of a transversal
30 Clues: a^2+b^2=c^2 • a 90 degree angle • Three sided shape • corresponding angles • alternate interior pattern • The distance around the area • The measurement unit for angles • an angle bigger than 90 degrees • an angle smaller than 90 degrees • interior angles of a transversal • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-21
Across
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- The amount of space in a designated space
- When an angle is above the horizontal it is an angle of ___
- alternate interior pattern
- When two angles are connected at a point and are automatically the same
- The distance around the area
- When two triangles have the same proportions
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- When two triangles are the same with different proportions
- Three sided shape
- a 90 degree angle
- A branch of Mathematics that use triangles, angles and side lengths
- A number multiplied by itself is ___
- an angle bigger than 90 degrees
- The measurement unit for angles
- Given when objects are scaled to find the original side.
Down
- The longest part of a right angled triangle
- an angle smaller than 90 degrees
- The corner of a shape and adds to 180 derees
- When an angle is below the horizontal it is an angle of ___
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- a^2+b^2=c^2
- interior angles of a transversal
- corresponding angles
- Requires all sides or two sides with the corresponding angle
- requires one side with its corresponding angle and a second side or angle
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- A Trigonometric Ratio uses opposite and adjacent sides
- Part of a shape used to find angles inside a triangle
- The opposite of squaring a number
30 Clues: a^2+b^2=c^2 • Three sided shape • a 90 degree angle • corresponding angles • alternate interior pattern • The distance around the area • an angle bigger than 90 degrees • The measurement unit for angles • an angle smaller than 90 degrees • interior angles of a transversal • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry - Right Triangle Vocab 2023-03-09
Across
- a symbol that originates from greece that shows theres an unknown angle
- the side opposite of the right angle
- a branch of math that covers relationships over triangles, sides, angles, and the calculations used to find them.
- the side next to the reference angle found in a triangle
- the ratio that describes the connections between sides and angles of right triangles
- the angle between the horizontal and the line of sight to an object below it
- the ratio of the length of the side adjacent to the angle divided by the hypotenuse
- a triangle with an angle that measures 90 degrees
- the side across from the reference angle in a right triangle
Down
- the side next to the reference angle
- two angles that when added together measures equal 90degrees
- In a right triangle, the sum of the squares of the legs is equal to the square of the hypotenuse
- the leg across from the angle (never the hypotenuse)
- the angle between the horizontal and the line of sight to an object above it
- triangles that have corresponding angles, congruent, and corresponding sides that are proportional
- the leg next to the angle (never the hypotenuse)
- an angle that measures 90 degrees, represented using a square
- the ratio of the length of the side opposite the angle divided by the length of the adjacent side
- the ratio of the length of the side opposite the angle that is divided by the hypotenuse
- the side in a triangle that faces the reference angle
20 Clues: the side next to the reference angle • the side opposite of the right angle • the leg next to the angle (never the hypotenuse) • a triangle with an angle that measures 90 degrees • the leg across from the angle (never the hypotenuse) • the side in a triangle that faces the reference angle • the side next to the reference angle found in a triangle • ...
Unit 8: Trigonometry Vocab Activity 2023-06-16
Across
- A special right triangle that has a side ratio of 1:1:√2 (hint: it is isosceles)
- A special right triangle that has a side ratio of 1:√3:2
- Adjacent side/ Hypotenuse
- The longest side in a right triangle
- The side opposite to a specific angle
- Leg^2+Leg^2=Hypotenuse^2 (hint: used to find the measure of one side of a right triangle)
- the angle formed by the horizontal and the line of sight when looking downward
- A line dropping from the vertex to another line through the use of a perpendicular bisector
- A triangle with one angle measuring 90 degrees
Down
- Law used to find the values of sides and angles in triangles. Sin A/a = Sin B/b = Sin C/c
- The study of right triangles
- An angle equal to 90 degrees
- The imaginary line drawn from the eye of the observer to the object
- the angle formed by the horizontal and the line of sight when looking upward
- A side that shares a vertex with another side
- Opposite side/Hypotenuse
- Another law used to find the values of sides and angles in triangles. c2 = a2 + b2 − 2ab cos(C)
- In a right triangle, the length of the altitude (x) squared is equal to the two segments created on the line it is projected to (a and b) multiplied. (x^2=ab)
- The sides of a right triangle not including the hypotenuse
- Opposite side/ Adjacent side
20 Clues: Opposite side/Hypotenuse • Adjacent side/ Hypotenuse • The study of right triangles • An angle equal to 90 degrees • Opposite side/ Adjacent side • The longest side in a right triangle • The side opposite to a specific angle • A side that shares a vertex with another side • A triangle with one angle measuring 90 degrees • ...
trigo terms 2025-06-23
Across
- - Wrote the first treatise on trigonometry.
- - Prolific mathematician who explored many areas of math despite losing sight in one eye.
- - Greek word for triangle.
- - Ancient astronomer who wrote the Almagest.
- - Founder of trigonometry.
- - Greek word for measure.
- - The branch of math that deals with angles and triangles.
- - Simplified the exposition of trigonometry through his systematic use of algebra
- - Type of trigonometry dealing with flat, two-dimensional triangles.
- - Sign (×) introduced by Oughtred.
- - Sine, cosine, and tangent are examples of these.
- - Influential astronomical book translated by Regiomontanus.
- - study of spherical triangles, which are formed by the intersection of three great circle arcs on the surface of a sphere.
- - Introduced the concepts of tangent and cotangent.
Down
- - An era known as the revival of learning.
- - A trigonometric function introduced by the Arabs.
- - A kind of sphere that is ised to describe the positions of planets.
- - Translated the Almagest.
- - used Arabic numerals to prepare a table of sines
- - Was written by Abraham de Moivre. It was published in 1730. The work is notable for containing early uses of the normal curve, Stirling's approximation for large factorials, and the law of large numbers.
- - wrote the treatise on trigonometric theorems with special reference to infinite series (Miscellanea Analytica, 1730)
- - First to relate trigonometric functions to angles
- - wrote the first book entitled Trigonometry
- - Birthplace of Hipparchus.
- - It’s the meaning of “measure” in Greek
- - Study of heavenly bodies.
- - Earth-centered model supported by Ptolemy.
- - Introduced "sin", "cos", and "tan" as abbreviations in mathematics.
- - Origin of trigonometry traces back to this group of people
29 Clues: - Greek word for measure. • - Greek word for triangle. • - Translated the Almagest. • - Founder of trigonometry. • - Birthplace of Hipparchus. • - Study of heavenly bodies. • - Sign (×) introduced by Oughtred. • - It’s the meaning of “measure” in Greek • - An era known as the revival of learning. • - Wrote the first treatise on trigonometry. • ...
Trigonometry Vocabulary 2015-01-19
Across
- When two triangles have the same proportions
- When two triangles are the same with different proportions
- corresponding angles
- The longest part of a right angled triangle
- When an angle is above the horizontal it is an angle of ___
- The opposite of squaring a number
- The measurement unit for angles
- a 90 degree angle
- The amount of space in a designated space
- When two angles are connected at a point and are automatically the same
- Three sided shape
- The corner of a shape and adds to 180 degrees
- alternate interior angle pattern
- Requires all sides or two sides with the corresponding angle
- requires one side with its corresponding angle and another side or angle
- Part of a shape used to find angles inside a triangle
Down
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- A Trigonometric Ratio uses opposite and adjacent sides
- an angle smaller than 90 degrees
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- an angle bigger than 90 degrees
- a^2+b^2=c^2
- When an angle is below the horizontal it is an angle of ___
- A branch of Mathematics that use triangles, angles and side lengths
- Given when objects are scaled to find the original side.
- The distance around the area
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- interior angles of a transversal
- A number multiplied by itself is ___
30 Clues: a^2+b^2=c^2 • a 90 degree angle • Three sided shape • corresponding angles • The distance around the area • an angle bigger than 90 degrees • The measurement unit for angles • an angle smaller than 90 degrees • alternate interior angle pattern • interior angles of a transversal • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-19
Across
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- When two triangles have the same proportions
- A branch of Mathematics that use triangles, angles and side lengths
- A Trigonometric Ratio uses opposite and adjacent sides
- a 90 degree angle
- The amount of space in a designated space
- When two angles are connected at a point and are automatically the same
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- The longest part of a right angled triangle
- When an angle is above the horizontal it is an angle of ___
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- The measurement unit for angles
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- The distance around the area
- requires one side with its corresponding angle and another side or angle
- The corner of a shape and adds to 180 degrees
Down
- Given when objects are scaled to find the original side.
- Part of a shape used to find angles inside a triangle
- When two triangles are the same with different proportions
- The opposite of squaring a number
- interior angles of a transversal
- corresponding angles
- a^2+b^2=c^2
- an angle smaller than 90 degrees
- Three sided shape
- an angle bigger than 90 degrees
- Requires all sides or two sides with the corresponding angle
- A number multiplied by itself is ___
- When an angle is below the horizontal it is an angle of ___
- alternate interior angle pattern
30 Clues: a^2+b^2=c^2 • Three sided shape • a 90 degree angle • corresponding angles • The distance around the area • an angle bigger than 90 degrees • The measurement unit for angles • interior angles of a transversal • an angle smaller than 90 degrees • alternate interior angle pattern • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-19
Across
- The corner of a shape and adds to 180 degrees
- Requires all sides or two sides with the corresponding angle
- alternate interior angle pattern
- interior angles of a transversal
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- an angle bigger than 90 degrees
- The opposite of squaring a number
- A branch of Mathematics that use triangles, angles and side lengths
- Three sided shape
- an angle smaller than 90 degrees
- The amount of space in a designated space
- a^2+b^2=c^2
- Part of a shape used to find angles inside a triangle
- When an angle is below the horizontal it is an angle of ___
- a 90 degree angle
- A Trigonometric Ratio uses opposite sides and the hypotenuse
Down
- The measurement unit for angles
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- When two triangles are the same with different proportions
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- A Trigonometric Ratio uses opposite and adjacent sides
- When two triangles have the same proportions
- Given when objects are scaled to find the original side.
- corresponding angles
- When two angles are connected at a point and are automatically the same
- A number multiplied by itself is ___
- The distance around the area
- The longest part of a right angled triangle
- When an angle is above the horizontal it is an angle of ___
- requires one side with its corresponding angle and another side or angle
30 Clues: a^2+b^2=c^2 • Three sided shape • a 90 degree angle • corresponding angles • The distance around the area • The measurement unit for angles • an angle bigger than 90 degrees • alternate interior angle pattern • interior angles of a transversal • an angle smaller than 90 degrees • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-19
Across
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- The corner of a shape and adds to 180 degrees
- Requires all sides or two sides with the corresponding angle
- an angle smaller than 90 degrees
- The measurement unit for angles
- a 90 degree angle
- When two angles are connected at a point and are automatically the same
- Given when objects are scaled to find the original side.
- interior angles of a transversal
- Part of a shape used to find angles inside a triangle
- Three sided shape
- an angle bigger than 90 degrees
- When two triangles have the same proportions
- The distance around the area
- The opposite of squaring a number
Down
- When two triangles are the same with different proportions
- A number multiplied by itself is ___
- When an angle is above the horizontal it is an angle of ___
- A Trigonometric Ratio uses opposite and adjacent sides
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- When an angle is below the horizontal it is an angle of ___
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- a^2+b^2=c^2
- A branch of Mathematics that use triangles, angles and side lengths
- The amount of space in a designated space
- The longest part of a right angled triangle
- corresponding angles
- alternate interior angle pattern
- requires one side with its corresponding angle and another side or angle
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
30 Clues: a^2+b^2=c^2 • a 90 degree angle • Three sided shape • corresponding angles • The distance around the area • The measurement unit for angles • an angle bigger than 90 degrees • an angle smaller than 90 degrees • interior angles of a transversal • alternate interior angle pattern • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Unit 3 Vocabulary 2026-03-03
Across
- Form: Describes the movement verbally written.
- Property – when two triangles share the same line, that line is congruent in both figures.
- – same size same shape (equal measures)
- – circular direction of movement that proceeds to the left.
- – moving a shape without rotating or flipping it. The shape still looks exactly the same, just in a different place.
- – Transformation that reserves the same shape and same size.
- symmetry – a shape still looks exactly the same after some rotation less than one full turn.
- Notation (coordinate) (x, y) → (x + 1, y − 4)
Down
- (Second Page)
- – circular direction of movement that proceeds to the right.
- Symmetry – an imaginary line that divides an object into two identical (symmetrical) halves
- right one, down 4
- notation tell how far to move horizontally and vertically and can be written as… example: ⟨1, 4⟩
- – a type of transformation where a shape or geometric figure is turned around a fixed point.
- – Corresponding parts of Congruent Triangles are congruent; if two or more triangles are congruent, then their corresponding angles and sides are congruent as well.
- of rotation – point that a figure is rotated about (often the origin)
- – a rigid transformation in which an object is mirrored across a line or plane.
- of reflection – line that a figure is reflected over.
- – image before a transformation occurs.
- point (’) is used to name the image of a point after a transformation.
- – image after a transformation has occurred, noted with a prime mark.
- Motion – a transformation that preserves distances between points (keeps same shape and size)
22 Clues: (Second Page) • right one, down 4 • – same size same shape (equal measures) • – image before a transformation occurs. • Notation (coordinate) (x, y) → (x + 1, y − 4) • Form: Describes the movement verbally written. • of reflection – line that a figure is reflected over. • – circular direction of movement that proceeds to the left. • ...
T2W8 Cryptic Crossword 2020-06-18
20 Clues: . • ccd • sharp • freeze! • #4B0082 • red bull • room E N8 • triangles • long lock • tiny screws • -ble -ch -ry • <-----x------> • Mrs Weasley Fi • walk in pantry • holes holes holes • honey intoxication • Office of Fair Trading • -ye dark/ghost pokemon • complaining about a bird • no keyboard detected, press f1
Unit 7 Crossword Puzzle 2023-04-04
Across
- the similarity when 2 sees and the included angle of 2 triangles are proportional
- the ____ _____ of a triangle with a perimeter of 12 to a triangle with a perimeter of 4 is 3/1
- equation that states 2 ratios are equal
- identifies all the corresponding parts
Down
- the product of the extremes is equal to the product of the means
- a segment that joins the midpoints of 2 sides of a triangle
- the similarity when 3 sides of 2 triangles are proportional
- comparison of 2 quantities using division
- the similarity when 2 angles of 2 triangles are proportional
9 Clues: identifies all the corresponding parts • equation that states 2 ratios are equal • comparison of 2 quantities using division • a segment that joins the midpoints of 2 sides of a triangle • the similarity when 3 sides of 2 triangles are proportional • the similarity when 2 angles of 2 triangles are proportional • ...
Math E 2025-12-05
Across
- - Given two lines cut by a transversal, if alternate interior angles are congruent, then the lines are parallel.
- - Given a point and a line not containing it, there is exactly one line through the given point perpendicular to the given line.
- - Given two lines cut by a transversal, if the same-side interior angles are supplementary, then the lines are parallel.
- - If two angles and a nonincluded side of one triangle are congruent to the corresponding angles and nonincluded side of another triangle, then the triangles are congruent.
- - If three sides of one triangle are congruent to three sides of another triangle, then the triangles are congruent.
Down
- - Given two lines cut by a transversal, if corresponding angles are congruent, then the lines are parallel.
- - If two angles and the included side of one triangle are congruent to two angles and the included side of another triangle, then the triangles are congruent.
- - Means that once two triangles are proven to be congruent, then the three pairs of sides that correspond must be congruent and the three pairs of angles that correspond must be congruent.
- - If two sides and the included angle of one triangle are congruent to two sides and the included angle of another triangle, then the triangles are congruent.
- - Given a point and a line not containing it, there is exactly one line through the given point parallel to the given line.
10 Clues: - Given two lines cut by a transversal, if corresponding angles are congruent, then the lines are parallel. • - Given two lines cut by a transversal, if alternate interior angles are congruent, then the lines are parallel. • - If three sides of one triangle are congruent to three sides of another triangle, then the triangles are congruent. • ...
Mathematics Chapter 6 - Triangles Crossword 2021-07-08
Across
- According to Pythagoras theorem, in a right-angled triangle, the sum of squares of two sides of a right triangle is equal to the square of the _______ of the triangle.
- The same ratio of the corresponding sides is referred to as the _______ factor for the polygons.
- The _________ of a rectangle produces by itself the same area as produced by its both sides (i.e., length and breadth).
- If two angles of one triangle are respectively equal to _________ angles of another triangle, then the two triangles are similar.
- are similar.
- If one angle of a triangle is equal to one angle of the other triangle and the sides including these angles are _________, then the two
Down
- The statement "The ratio of any two corresponding sides in two equiangular triangles is always the same." was given by _________.
- A triangle can be defined as a _______ which has three angles and three sides.
- The ratio of the areas of two similar triangles is equal to the _________ of the ratio of their corresponding sides.
- You can verify that if one polygon is similar to another polygon and this second polygon is similar to a third polygon, then the first polygon is _______ to the third polygon.
- If a line is drawn parallel to one side of a triangle to intersect the other two sides in distinct points, the other two sides are divided in the same
- If a line divides any two sides of a triangle in the same _________, then the line is parallel to the
- side.
- Two figures having the same _________ but not necessarily the same size are called similar
14 Clues: side. • are similar. • A triangle can be defined as a _______ which has three angles and three sides. • Two figures having the same _________ but not necessarily the same size are called similar • The same ratio of the corresponding sides is referred to as the _______ factor for the polygons. • ...
Trigonometry Vocabulary 2015-01-21
Across
- Three sided shape
- an angle smaller than 90 degrees
- When two triangles have the same proportions
- requires one side with its corresponding angle and a second side or angle
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- alternate interior pattern
- When two angles are connected at a point and are automatically the same
- A branch of Mathematics that use triangles, angles and side lengths
- The opposite of squaring a number
- When an angle is above the horizontal it is an angle of ___
- a 90 degree angle
- A Trigonometric Ratio uses opposite and adjacent sides
- The amount of space in a designated space
Down
- a^2+b^2=c^2
- interior angles of a transversal
- When two triangles are the same with different proportions
- When an angle is below the horizontal it is an angle of ___
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- The longest part of a right angled triangle
- an angle bigger than 90 degrees
- Part of a shape used to find angles inside a triangle
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- corresponding angles
- The corner of a shape and adds to 180 derees
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- The distance around the area
- Requires all sides or two sides with the corresponding angle
- A number multiplied by itself is ___
- The measurement unit for angles
- Given when objects are scaled to find the original side.
30 Clues: a^2+b^2=c^2 • Three sided shape • a 90 degree angle • corresponding angles • alternate interior pattern • The distance around the area • an angle bigger than 90 degrees • The measurement unit for angles • interior angles of a transversal • an angle smaller than 90 degrees • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-19
Across
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- corresponding angles
- interior angles of a transversal
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- alternate interior angle pattern
- a^2+b^2=c^2
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- The amount of space in a designated space
- The distance around the area
- The corner of a shape and adds to 180 degrees
- When two triangles have the same proportions
- A number multiplied by itself is ___
- When an angle is below the horizontal it is an angle of ___
- The opposite of squaring a number
Down
- A Trigonometric Ratio uses opposite and adjacent sides
- The longest part of a right angled triangle
- an angle bigger than 90 degrees
- Three sided shape
- When two triangles are the same with different proportions
- A branch of Mathematics that use triangles, angles and side lengths
- When two angles are connected at a point and are automatically the same
- Requires all sides or two sides with the corresponding angle
- a 90 degree angle
- Given when objects are scaled to find the original side.
- Part of a shape used to find angles inside a triangle
- When an angle is above the horizontal it is an angle of ___
- an angle smaller than 90 degrees
- The measurement unit for angles
- requires one side with its corresponding angle and another side or angle
30 Clues: a^2+b^2=c^2 • Three sided shape • a 90 degree angle • corresponding angles • The distance around the area • an angle bigger than 90 degrees • The measurement unit for angles • interior angles of a transversal • alternate interior angle pattern • an angle smaller than 90 degrees • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Surya Vallamkonda 2019-04-25
Geometry 50 Word Vocab 2023-05-11
Across
- An angle of 180 Deg.
- Formula: 2πr
- Points that lie on the same line
- The measurement of a chord that passes through the center
- An angle made by two chords
- If two corresponding sides are proportional and the included angles are congruent, then the triangles are similar
- Studying Triangles with the use of SOHCAHTOA
- Segment with endpoints on a circle
- A flat surface mae up of 3 points nd extends indefinetly in all directions
- Corresponding Parts of Congruent Triangles are Congruent
- An Arc less than 180 Deg.
- A line that extends indefinetly in one direction
- The set of points equidistant from a given point (the center)
- A segment with end points at the center and on a circle
- (Shape) Only ONE pair of opposite sides are parallel (Called Bases)
- Distance around two points on the outside of a circle
- Used to find distance between endpoints. m= (x1x+x2/2, y1+y2/2)
- An Angle measuring 90 Deg.
- A secant that intersects a circle in only one point
- The Point in which a Tangent Line intersects a circle
- The T in TOA
- A location with no size or shape
- Two lines that never intersect ( || )
- Half of a circle (180 Deg exact).
- An Angle measuring less than 90 Deg.
- Formula: πr²
- (Shape) Share the properties of both rhombi and rectangles
- A measurable part of a line consisting of two points
Down
- An Angle measuring more than 90 Deg.
- A segment, line, or plane that intersects a segment at the midpoint
- An Angle that connects to the center of a circle, then twice on the outside
- (Shape) Exactly two pairs of consecutive congruent sides
- The lines that intersect at a 90 Deg. Angle (Right angle)
- A line, segment, or ray perpendicular to a segment at its midpoint
- If A,B and C are collinear points and B is between A and C, then AB + BC = AC
- Points that lie on the same plane
- (Shape) Diagonals bisect opposite angles
- The common endpoint of an angle
- An Arc More than 180 Deg.
- If two segments have the same length, then they are congruent
- Made up of points with no thicknes or width, extends infinetly in both directions
- Used to find the distance between two points on a coordinate plane. d= √((x2 - x1)^2+(y2-y1)^2)
- The intersection of two rays at an endpoint
- If two corresponding angles are congruent, then the triangles are similar
- Formula: l= (x * c)/360
- (Shape) Four Right angles
- The S in SOH
- If all corresponding sides are proportional, then the triangles are similar
- A line that intersects circle at two points
- The C in CAH
50 Clues: Formula: 2πr • The T in TOA • The S in SOH • The C in CAH • Formula: πr² • An angle of 180 Deg. • Formula: l= (x * c)/360 • An Arc less than 180 Deg. • An Arc More than 180 Deg. • (Shape) Four Right angles • An Angle measuring 90 Deg. • An angle made by two chords • The common endpoint of an angle • Points that lie on the same line • A location with no size or shape • ...
Geometry Crossword 2023-05-30
Across
- 90 degrees clockwise=(x,y)->(y,-x)
- (θ/360) πr2
- mass/volume
- The point at the center of a triangles circumscribed circle
- what does k symbolize?
- BH,πr^2h,lwh/3, and πr2h/3
- A line that is 90 degrees to the radius drawn to the point of tangentcy
Down
- (-5,3)->(-5,-3)
- a^2,πr^2,and wl
- (x – h)^2 + (y – k)^2 = r^2
- (x,y)->(x,2y)
- The measure of this angle is 1/2 of the measure of the central angle that defines the same arc
- (θ/360°) 2πr
- A=(2,1) A'=(6,3) B=(5,1) B'=(15,3) C=(5,6) C'=(9,18)
- The point at the center of a triangles inscribed circle
15 Clues: (θ/360) πr2 • mass/volume • (θ/360°) 2πr • (x,y)->(x,2y) • (-5,3)->(-5,-3) • a^2,πr^2,and wl • what does k symbolize? • BH,πr^2h,lwh/3, and πr2h/3 • (x – h)^2 + (y – k)^2 = r^2 • 90 degrees clockwise=(x,y)->(y,-x) • A=(2,1) A'=(6,3) B=(5,1) B'=(15,3) C=(5,6) C'=(9,18) • The point at the center of a triangles inscribed circle • ...
Right Triangles and Similarity 2022-02-07
Across
- transformation that changes the size of a figure
- a theorem used to find a missing side when 2 other sides are given
- adjacent side to hypotenuse
- opposite side to hypothenuse
- two figures are ___ if they have the same size
- the longest side of a right triangle
- the hypothenuse-___ theorem can be used to show that two right triangles are congruent
- tow figures are ___ if they are the same shape but different sizes
Down
- a ___ angle measures 90-degrees
- the "A" in SAS
- opposite side to hypotenuse
- all of the angles in a triangle ___ to 180-degrees
- two triangle are similar if their ___ are proportional
- 2 triangles are similar if both of their ___ are congruent
- the "S" in AAS
15 Clues: the "A" in SAS • the "S" in AAS • opposite side to hypotenuse • adjacent side to hypotenuse • opposite side to hypothenuse • a ___ angle measures 90-degrees • the longest side of a right triangle • two figures are ___ if they have the same size • transformation that changes the size of a figure • all of the angles in a triangle ___ to 180-degrees • ...
3rd Year Crossword Quiz 2019-12-09
Across
- another word for length
- the study of shapes
- a shape with four 90 degree angles
- makes a 90 degree angle
- the piece of equipment used to draw circles
- bisect means to divide into how many equal parts
- the famous mathematician who worked with right angled triangles
- the point that is in the centre of two other points
Down
- a letter in an expression that can have different values
- the middle part of a venn diagram where the two sets cross
- two lines that never meet are
- a shape with three sides
- a shape with four sides all the same length
- a number term in an expression that never changes value
- the study of triangles
- the piece of equipment used to measure angles
- the piece of equipment used to measure the length of a line
17 Clues: the study of shapes • the study of triangles • another word for length • makes a 90 degree angle • a shape with three sides • two lines that never meet are • a shape with four 90 degree angles • a shape with four sides all the same length • the piece of equipment used to draw circles • the piece of equipment used to measure angles • ...
Geometry 2020-12-09
Across
- / 4 sides
- / A segment joining a vertex to the opposite side so that it is perpindicular to that side
- / 3 sides
- / The class we are in
- / A triangle with 2 congruent sides
- / Not parallel and they don't touch
- T-Line/90 Degrees
- Angles / 2 angles that are directly across from each other on intersecting lines and they are always congruent
- Lines / Lines that go on forever but never intersect
- Of Exterior Angles / 360 Degrees
- Theorem / a^2 + b^2 = c^2
- / 10 sides
Down
- / A triangle that has all equal sides
- Angles / 180 Degrees
- Angle / 90 Degrees
- of Interior Angles / S = (n-2) x 180
- / A segment joining a vertex to the midpoint of the opposite side
- / Opposite and flipped fraction
- Triangles / Triangles that have the same shape and size
- / A closed figure formed by three or more line segments called sides
- Addition Postulate / Part + Part = Whole
- / A quadrilateral in which both pairs of opposite sides are parallel
22 Clues: / 4 sides • / 3 sides • / 10 sides • T-Line/90 Degrees • Angle / 90 Degrees • Angles / 180 Degrees • / The class we are in • Theorem / a^2 + b^2 = c^2 • / Opposite and flipped fraction • Of Exterior Angles / 360 Degrees • / A triangle with 2 congruent sides • / Not parallel and they don't touch • of Interior Angles / S = (n-2) x 180 • ...
Drafting Crossword 2021-02-19
Across
- What type of drawing shows 3 dimensions using 30 degree angles
- What is the highest LEED certification?
- Measure from bottom to top
- Triangles with sides of equal length and angles of equal value
- Thick and bold lines outlining the object
- What type of lines are used to show what cannot be seen in the orthographic view?
- Divide into 2 equal parts
- Abbreviation for Leadership in Energy and Environmental Design
- Triangle with sides of three different lengths and angles
- Measure from left to right
Down
- What type of drawing represents a 3D object in a 2D space?
- Quarter of a circle
- Angle measuring exactly 90°
- Abbreviation for Business Information Model
- Angle measuring less than 90°
- Measure from front to back
- Lines going outward at a 45 degree angle
- Triangles with 2 sides of equal length
- Distance from the center of the circle to its edge
- Point where 2 lines intersect
20 Clues: Quarter of a circle • Divide into 2 equal parts • Measure from front to back • Measure from bottom to top • Measure from left to right • Angle measuring exactly 90° • Angle measuring less than 90° • Point where 2 lines intersect • Triangles with 2 sides of equal length • What is the highest LEED certification? • Lines going outward at a 45 degree angle • ...
SIMILARITIES 2026-03-01
Across
- Finding size/amount of something
- Assumed true without proof
- Making a shape bigger (type of dilatation)
- If two angles match, triangles are similar
- Two sides and angles equal
- Proven mathematical rule
- Same shape, different size
- Three-sided shapes
- Two sides proportional + included angle match
- figures Shapes with same form, different size
- parts Matching angles/sides in order
- Comparison of two quantities
- Math about shapes and space
Down
- Straight edges of the triangle
- triangle Has one 90-degree angle
- All sides and angles equal
- factor Number that multiplies to change size
- Equation showing two ratios equal
- Corners formed by sides
- Exactly same shape and size
- ratio Ratio of corresponding sides
- Resizing a shape without changing form
- All angles less than 90 degrees
- Sides have matching size ratios
- All three sides proportional
- Matching parts (angles/sides)
- Closed shape with straight sides
- Corner point of the triangle
- Steps showing a statement is true
- One angle more than 90 degrees
30 Clues: Three-sided shapes • Corners formed by sides • Proven mathematical rule • All sides and angles equal • Assumed true without proof • Two sides and angles equal • Same shape, different size • Exactly same shape and size • Math about shapes and space • All three sides proportional • Comparison of two quantities • Corner point of the triangle • Matching parts (angles/sides) • ...
Maths Crossword 2021-11-25
Across
- data type involving categories
- difference between the highest and lowest number in a set of data
- the distance around the outside of a shape
- name of person who created a theory for side lengths in triangles
- topic covered involving triangles
- the average of a set of data
- the space within a shape in cubed units
- topic covered involving prediction and chance
Down
- data type involving numbers
- a visual display of data involving axis
- topic covered involving mm,cm, m, km
- a shape that is made of multiple simple shapes
- a probability descriptor term that means there is a good chance
- the middle number in a set of data
- topic covered involving recording data
- a probability descriptor term that means there is a low chance
- the space within a shape in squared units
17 Clues: data type involving numbers • the average of a set of data • data type involving categories • topic covered involving triangles • the middle number in a set of data • topic covered involving mm,cm, m, km • topic covered involving recording data • a visual display of data involving axis • the space within a shape in cubed units • the space within a shape in squared units • ...
Trigonometry Vocabulary 2015-01-21
Across
- Requires all sides or two sides with the corresponding angle
- The distance around the area
- an angle bigger than 90 degrees
- The opposite of squaring a number
- interior angles of a transversal
- The measurement unit for angles
- When two triangles have the same proportions
- a^2+b^2=c^2
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- The corner of a shape and adds to 180 derees
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- Three sided shape
- requires one side with its corresponding angle and a second side or angle
Down
- When an angle is above the horizontal it is an angle of ___
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- Part of a shape used to find angles inside a triangle
- When two angles are connected at a point and are automatically the same
- A number multiplied by itself is ___
- A branch of Mathematics that use triangles, angles and side lengths
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- The amount of space in a designated space
- When two triangles are the same with different proportions
- The longest part of a right angled triangle
- When an angle is below the horizontal it is an angle of ___
- a 90 degree angle
- alternate interior pattern
- corresponding angles
- an angle smaller than 90 degrees
- Given when objects are scaled to find the original side.
- A Trigonometric Ratio uses opposite and adjacent sides
30 Clues: a^2+b^2=c^2 • a 90 degree angle • Three sided shape • corresponding angles • alternate interior pattern • The distance around the area • an angle bigger than 90 degrees • The measurement unit for angles • interior angles of a transversal • an angle smaller than 90 degrees • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-21
Across
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- The opposite of squaring a number
- A branch of Mathematics that use triangles, angles and side lengths
- an angle smaller than 90 degrees
- a^2+b^2=c^2
- Part of a shape used to find angles inside a triangle
- The longest part of a right angled triangle
- When two triangles have the same proportions
- When an angle is below the horizontal it is an angle of ___
- The corner of a shape and adds to 180 derees
- an angle bigger than 90 degrees
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- A number multiplied by itself is ___
- interior angles of a transversal
- alternate interior pattern
- Given when objects are scaled to find the original side.
Down
- When two angles are connected at a point and are automatically the same
- The measurement unit for angles
- The amount of space in a designated space
- a 90 degree angle
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- The distance around the area
- Three sided shape
- Requires all sides or two sides with the corresponding angle
- requires one side with its corresponding angle and a second side or angle
- When two triangles are the same with different proportions
- A Trigonometric Ratio uses opposite and adjacent sides
- When an angle is above the horizontal it is an angle of ___
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- corresponding angles
30 Clues: a^2+b^2=c^2 • a 90 degree angle • Three sided shape • corresponding angles • alternate interior pattern • The distance around the area • The measurement unit for angles • an angle bigger than 90 degrees • an angle smaller than 90 degrees • interior angles of a transversal • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-19
Across
- The amount of space in a designated space
- A number multiplied by itself is ___
- Part of a shape used to find angles inside a triangle
- a^2+b^2=c^2
- When two triangles are the same with different proportions
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- A branch of Mathematics that use triangles, angles and side lengths
- Requires all sides or two sides with the corresponding angle
- When an angle is below the horizontal it is an angle of ___
- The longest part of a right angled triangle
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- a 90 degree angle
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- The distance around the area
- interior angles of a transversal
- corresponding angles
Down
- The measurement unit for angles
- A Trigonometric Ratio uses opposite and adjacent sides
- alternate interior angle pattern
- an angle bigger than 90 degrees
- The opposite of squaring a number
- When two angles are connected at a point and are automatically the same
- When an angle is above the horizontal it is an angle of ___
- Given when objects are scaled to find the original side.
- When two triangles have the same proportions
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- an angle smaller than 90 degrees
- requires one side with its corresponding angle and another side or angle
- The corner of a shape and adds to 180 degrees
- Three sided shape
30 Clues: a^2+b^2=c^2 • a 90 degree angle • Three sided shape • corresponding angles • The distance around the area • The measurement unit for angles • an angle bigger than 90 degrees • alternate interior angle pattern • an angle smaller than 90 degrees • interior angles of a transversal • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-19
Across
- alternate interior angle pattern
- Requires all sides or two sides with the corresponding angle
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- an angle bigger than 90 degrees
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- When two triangles are the same with different proportions
- a 90 degree angle
- The corner of a shape and adds to 180 degrees
- an angle smaller than 90 degrees
- A branch of Mathematics that use triangles, angles and side lengths
- When an angle is below the horizontal it is an angle of ___
- a^2+b^2=c^2
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- When two triangles have the same proportions
- corresponding angles
- The distance around the area
- requires one side with its corresponding angle and another side or angle
- The measurement unit for angles
Down
- When two angles are connected at a point and are automatically the same
- Part of a shape used to find angles inside a triangle
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- The opposite of squaring a number
- Three sided shape
- A number multiplied by itself is ___
- The longest part of a right angled triangle
- The amount of space in a designated space
- When an angle is above the horizontal it is an angle of ___
- interior angles of a transversal
- Given when objects are scaled to find the original side.
- A Trigonometric Ratio uses opposite and adjacent sides
30 Clues: a^2+b^2=c^2 • Three sided shape • a 90 degree angle • corresponding angles • The distance around the area • an angle bigger than 90 degrees • The measurement unit for angles • alternate interior angle pattern • an angle smaller than 90 degrees • interior angles of a transversal • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Trigonometry Vocabulary 2015-01-19
Across
- When an angle is below the horizontal it is an angle of ___
- A Trigonometric Ratio uses opposite sides and the hypotenuse
- The measurement unit for angles
- A branch of Mathematics that use triangles, angles and side lengths
- an angle smaller than 90 degrees
- When two triangles are the same with different proportions
- corresponding angles
- a 90 degree angle
- a^2+b^2=c^2
- an angle bigger than 90 degrees
- When two triangles have the same proportions
- When an angle is above the horizontal it is an angle of ___
- The amount of space in a designated space
- A Trigonometric Ratio uses opposite and adjacent sides
- requires one side with its corresponding angle and a second side or angle
- A number multiplied by itself is ___
Down
- The corner of a shape and adds to 180 derees
- When two angles are connected at a point and are automatically the same
- The distance around the area
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- alternate interior pattern
- The opposite of squaring a number
- The longest part of a right angled triangle
- Three sided shape
- Requires all sides or two sides with the corresponding angle
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- interior angles of a transversal
- Given when objects are scaled to find the original side.
- Part of a shape used to find angles inside a triangle
30 Clues: a^2+b^2=c^2 • a 90 degree angle • Three sided shape • corresponding angles • alternate interior pattern • The distance around the area • The measurement unit for angles • an angle bigger than 90 degrees • an angle smaller than 90 degrees • interior angles of a transversal • The opposite of squaring a number • A number multiplied by itself is ___ • ...
Weather and Climate 2023-03-21
Across
- A weather instrument that measures wind speed.
- A cloud on the ground.
- A front shown using purple triangles and semi-circles.
- A front shown using red semi-circles.
- A loud "BOOM" noise that happens after lightning touches down. Usually occurs in storms.
- A front shown using blue triangles.
- A body of air with the same weather conditions throughout the whole entire air mass.
- A front shown using variating blue triangles and red semi circles. Hint: It doesn't move
- A storm that makes fast winds and TONS of snow.
- A storm that has much more thunder and lightning than a average storm.
- The cycle water takes throughout its existence.
- A twisting, funnel shaped cloud that touches the ground.
- How heated particles inside of an object are.
Down
- A low, layered cloud that produces snow.
- Atmospheric events in a local area.
- A air system that had higher pressure. It usually brings fair, sunny weather.
- A air system that has less pressure. It usually brings winds and bad weather.
- Any form of water that comes from the clouds.
- Long-term weather pattern in a large region.
- A medium, puffy cloud that usually means clear skies.
- A weather instrument that measures air pressure.
- A giant storm made over the ocean that causes lots of rain and high winds when on land
- A giant charge of electricity caused by opposite charges in clouds, usually occurs in storms
- A high, whispy cloud made out of ice crystals.
24 Clues: A cloud on the ground. • 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. • Long-term weather pattern in a large region. • Any form of water that comes from the clouds. • How heated particles inside of an object are. • A weather instrument that measures wind speed. • ...
Compostion No.8 2013-09-13
Across
- a line that cuts through shapes
- patterns or shapes that go well with each other
- a collection of objects placed together
- triangles, circles, squares etc
- patterns or shapes that don’t suit, such as triangles and circles
- happens to objects when they move on your page
- your shapes …..with other shapes on your page
Down
- something you apply to your images to decorate them
- another word for fact
- term to describe a mirrored image of the original
- describes if something appears again and again
- another word for opinion
- when you apply colour/pattern in alternative sections
- a term used to describe several types of materials put together
- types of shapes related to numbers, angles and dimensions
- a way of describing something that’s has several lines
16 Clues: another word for fact • another word for opinion • a line that cuts through shapes • triangles, circles, squares etc • a collection of objects placed together • your shapes …..with other shapes on your page • describes if something appears again and again • happens to objects when they move on your page • patterns or shapes that go well with each other • ...
Faces Edges & Vertices 2021-07-07
Across
- A 3D shape which looks the same even when cut into 2 is called a _________
- A tetrahedron has 4 _______
- An octagonal prism is made from 2 octagons and 8 ________
- prism It's net has 2 hexagons and 6 rectangles
- A cylinder has 2 _____
Down
- I have no edges, no vertices and am round
- My net has 2 circles and 1 rectangle
- The net of a square based pyramid has 1 square and 4 ______
- A cuboid has _____ vertices
- It is made from 4 triangles
- A cone has 1 _____ and 1 edge
- If I lay out a 3D shape flat, it makes a ___
- It is made from 2 squares and 4 rectangles or 6 rectangles
- A cube has _____ faces
- A triangular prism has _____ edges
15 Clues: A cube has _____ faces • A cylinder has 2 _____ • A cuboid has _____ vertices • It is made from 4 triangles • A tetrahedron has 4 _______ • A cone has 1 _____ and 1 edge • A triangular prism has _____ edges • My net has 2 circles and 1 rectangle • I have no edges, no vertices and am round • If I lay out a 3D shape flat, it makes a ___ • ...
Geometry 2020-12-09
Across
- Triangles / Triangles that have the same shape and size
- Angles / 180 Degrees
- / 10 sides
- / Opposite and flipped fraction
- / 4 sides
- / 3 sides
- Addition Postulate / Part + Part = Whole
- Of Exterior Angles / 360 Degrees
- / The class we are in
- / A quadrilateral in which both pairs of opposite sides are parallel
Down
- Lines / Lines that go on forever but never intersect
- Bisector / A line, segment, or ray that divides an angle into two equal parts
- Theorem / a^2 + b^2 = c^2
- Angles / 2 angles that are directly across from each other on intersecting lines and they are always congruent
- / A closed figure formed by three or more line segments called sides
- / A triangle that has all equal sides
- / A segment joining a vertex to the midpoint of the opposite side
- / A segment joining a vertex to the opposite side so that it is perpindicular to that side
- / Not parallel and they don't touch
- / A triangle with 2 congruent sides
- Angle / 90 Degrees
- of Interior Angles / S = (n-2) x 180
22 Clues: / 10 sides • / 4 sides • / 3 sides • Angle / 90 Degrees • Angles / 180 Degrees • / The class we are in • Theorem / a^2 + b^2 = c^2 • / Opposite and flipped fraction • Of Exterior Angles / 360 Degrees • / Not parallel and they don't touch • / A triangle with 2 congruent sides • of Interior Angles / S = (n-2) x 180 • / A triangle that has all equal sides • ...
Math 2014-06-15
15 Clues: 0,0 • test • middle • result • average • quadratic • triangles • skew data • x-intercept • most common • single point • range of data • detached from main data • group of humans or animals • longest side of right triangle
London Steeleys Trig Puzzle 2025-06-10
Across
- making a solution or problem simpler or easier to do or understand.
- opposite of sin
- four quarters of a graph or circle
- Something you put food on when you eat
- opposite of cosine
- a measurement of a plane angle in which one full rotation
- a comparison of two quantities or numbers, showing how much of one quantity there is in relation to another.
- circle that shows all units of pi and degrees
- opposite or contrary in position, direction, order, or effect.
- the opposite of adjacent and hypotenuse
- 3.14...
- opposite of adjacent and opposite of a right triangle
Down
- a unit of measurement for angles, specifically angular measure.
- a²+b²=c²
- acronym for right triangles (sin,cos,tan)
- opposite of tangent
- an equation that holds true for all the values, even if you change the variables involved
- opposite of hypotenuse and opposite of a right triangle
- mathematics that focuses on relationships between the sides and angles of triangles
- opposite of a number being squared
20 Clues: 3.14... • a²+b²=c² • opposite of sin • opposite of cosine • opposite of tangent • four quarters of a graph or circle • opposite of a number being squared • Something you put food on when you eat • the opposite of adjacent and hypotenuse • acronym for right triangles (sin,cos,tan) • circle that shows all units of pi and degrees • ...
TRIANGLES GALORE 2021-06-06
Across
- intersection of two or three altitudes
- a polygon with three edges and three vertices
- a ray that divides an angle into two equal angles
- triangle whose vertices are the midpoints of the segments joining orthocenter
- the longest side in a right triangle
Down
- the segment that joins the midpoints of the sides of a triangle
- triangle's balance point
- the center of a circle that perfectly passes through each vertex
- the first man to call himself philosopher
- measures more than 90 degrees
10 Clues: triangle's balance point • measures more than 90 degrees • the longest side in a right triangle • intersection of two or three altitudes • the first man to call himself philosopher • a polygon with three edges and three vertices • a ray that divides an angle into two equal angles • the segment that joins the midpoints of the sides of a triangle • ...
Right Triangles 2026-03-15
Across
- an angle that measures less than 90 degrees
- the symbol representing a square root
- an ancient Greek mathematician best known for his theorem about right triangles
- the inverse operation of squaring or raising to the second power
- the longest side of a right triangle, it does not touch the right angle
Down
- a shape with 3 sides
- the two shorter sides of a right triangle
- a mathematical statement that has been proven to be true (hint: Pythagorean)
- an angle that measures exactly 90 degrees
- an angle that measures greater than 90 degrees
10 Clues: a shape with 3 sides • the symbol representing a square root • the two shorter sides of a right triangle • an angle that measures exactly 90 degrees • an angle that measures less than 90 degrees • an angle that measures greater than 90 degrees • the inverse operation of squaring or raising to the second power • ...
Logos 2025-02-10
Across
- corresponding parts of _________ triangles are congruent (CPCTC)
- the first symbols/logos ever developed
- heraldic ________ or coat of arms
- the famous smile (not Mona Lisa's)
- Angle - ________ - Angle Postulate
Down
- _________- Angle-Side Postulate
- powerful brand asset
- an app used in the 2000s to create logos'
- the __________ side is the side that is between the two given angles of the congruent triangles
- ___________ Robinson: the Coca-Cola logo designer
10 Clues: powerful brand asset • _________- Angle-Side Postulate • heraldic ________ or coat of arms • the famous smile (not Mona Lisa's) • Angle - ________ - Angle Postulate • the first symbols/logos ever developed • an app used in the 2000s to create logos' • ___________ Robinson: the Coca-Cola logo designer • corresponding parts of _________ triangles are congruent (CPCTC) • ...
3D Shapes 2025-10-10
Across
- A shape like a donut
- A shape like a can or tube
- A box shape with 6 equal squares
- A shape like an ice cream cone
- A shape like an egg
- A shape with a square base and 4 triangles
Down
- prism A shape with 2 triangles and 3 rectangles
- prism A box shape with rectangle faces
- A round ball shape
- A box shape with rectangles
10 Clues: A round ball shape • A shape like an egg • A shape like a donut • A shape like a can or tube • A box shape with rectangles • A shape like an ice cream cone • A box shape with 6 equal squares • prism A box shape with rectangle faces • A shape with a square base and 4 triangles • prism A shape with 2 triangles and 3 rectangles
Right Triangles 2015-06-04
Across
- angle needed to form a right triangle
- triangle that forms a 90 degree angle
- the answer to a subtraction problem
- function used in the formula to find a hypotenuse
- a statement that two mathematical values are equal
Down
- A^2+B^2=C^2
- longest side of a triangle
- two sides that make up the right angle
- a raised symbol beside a variable or number
- the answer to an addition problem
10 Clues: A^2+B^2=C^2 • longest side of a triangle • the answer to an addition problem • the answer to a subtraction problem • angle needed to form a right triangle • triangle that forms a 90 degree angle • two sides that make up the right angle • a raised symbol beside a variable or number • function used in the formula to find a hypotenuse • ...
Applied Geometry Chapter 7 Vocabulary 2021-03-22
Across
- if all three sides of one triangle are proportional to all three corresponding sides of another triangle then the triangles are similar by _____
- the original figure is made smaller to make the prime image
- comparison of two numbers using division
- a segment that connects the midpoints of two sides of a triangle and is one-half the length of the side it is parallel to
- the sum of all sides of a polygon
- if two angles of one triangle are congruent to two corresponding angles of another triangle, then the triangles are similar by ___
Down
- the product of the means equals the product of the extremes
- the ratio of the lengths of two corresponding sides
- if two sides of a triangle are proportional to two corresponding sides of another triangle and the angles between those two sides are congruent then the triangles are similar by ____
- two figures that have the same shape
- an equation that states two ratios are equal
- a transformation with center C and a scale factor k that maps each point to an image
- factor the ratio of the prime figure measurement over the pre-image measurement
- the original figure is made larger to make the prime image
14 Clues: the sum of all sides of a polygon • two figures that have the same shape • comparison of two numbers using division • an equation that states two ratios are equal • the ratio of the lengths of two corresponding sides • the original figure is made larger to make the prime image • the product of the means equals the product of the extremes • ...
Chapter 5: Congruent Triangles 2021-11-29
Across
- the sides adjacent to the right angle
- size
- Motion, Four types of _________: translation ,
- Triangle, has no congruent sides/angles
- angles between the base and the
- without changing its size, shape or
- a transformation representing a flip of a
- A quantity has both direction and magnitude
- side, the side between the two angles
- Triangles, corresponding sides in length and their corresponding angles are equal in measure
- a transformation that occurs when a figure
Down
- The angle formed by its legs
- Triangle, At least two congruent sides/angles
- Sides, touch the same two angle pairs.
- reflection, and glide reflection.
- the side opposite the right angle
- angles, the angles formed by the base and one leg of the triangle.
- moved from one location to another
- Triangle, All three sides/angles are congruent
- the shape
- triangles, the same shape, but not necessarily the
- the process of enlarging or reducing the size
- sides
- Angles, the angle between two sides
24 Clues: size • sides • the shape • The angle formed by its legs • angles between the base and the • reflection, and glide reflection. • the side opposite the right angle • moved from one location to another • without changing its size, shape or • Angles, the angle between two sides • the sides adjacent to the right angle • side, the side between the two angles • ...
FA3 Maths Activity 2014-02-03
Across
- The L.S.A of a _______ is = 2h(l+b).
- Probability of an unsure event is _____ than one.
- A quadrilateral with opposite sides parallel.
- If adj. sides of a rectangle are equal then it is a _______.
- The probability of neither heads nor tails coming during a toss is _____.
- Probability of a sure event.
- Angle at Semi-circle is always a ______ angle.
- All sides are equal with an angle 90 degree in a ______.
- Longest chord of a circle.
- A quadrilateral with 1 pair of adj. sides equal.
- Volume of hemisphere = _____ the Volume of a sphere.
- Base*Height = _____ of the Parallelogram.
Down
- _______=Diameter/2.
- _________ angles of a Parallelogram are equal.
- Adjacent angles of a Parallelogram are ______________.
- a four sided figure is a ______________.
- The triangles formed by the __________ are equal in a Parallelogram.
- Capacity of a 3-d figure.
- The T.S.A of _____ is 6*a*a.
- A _______ of a triangle divides it into 2 triangles of equal areas.
20 Clues: _______=Diameter/2. • Capacity of a 3-d figure. • Longest chord of a circle. • Probability of a sure event. • The T.S.A of _____ is 6*a*a. • The L.S.A of a _______ is = 2h(l+b). • a four sided figure is a ______________. • Base*Height = _____ of the Parallelogram. • A quadrilateral with opposite sides parallel. • _________ angles of a Parallelogram are equal. • ...
Geometry 2020-12-09
Across
- Of Exterior Angles / 360 Degrees
- / 4 sides
- / A closed figure formed by three or more line segments called sides
- Lines / Lines that go on forever but never intersect
- / Not parallel and they don't touch
- / 10 sides
- / 3 sides
- Angles / 2 angles that are directly across from each other on intersecting lines and they are always congruent
- / A triangle that has all equal sides
- Angle / 90 Degrees
- / The class we are in
- / A segment joining a vertex to the midpoint of the opposite side
Down
- Angles / 180 Degrees
- / Opposite and flipped fraction
- / A segment joining a vertex to the opposite side so that it is perpindicular to that side
- T-Line/90 Degrees
- Triangles / Triangles that have the same shape and size
- Addition Postulate / Part + Part = Whole
- of Interior Angles / S = (n-2) x 180
- / A triangle with 2 congruent sides
- / A quadrilateral in which both pairs of opposite sides are parallel
- Theorem / a^2 + b^2 = c^2
22 Clues: / 4 sides • / 10 sides • / 3 sides • T-Line/90 Degrees • Angle / 90 Degrees • Angles / 180 Degrees • / The class we are in • Theorem / a^2 + b^2 = c^2 • / Opposite and flipped fraction • Of Exterior Angles / 360 Degrees • / Not parallel and they don't touch • / A triangle with 2 congruent sides • of Interior Angles / S = (n-2) x 180 • ...
Triangle Crossword Puzzle Project 2025-11-13
Across
- A point where a triangle's three perpendicular bisectors intersect
- A triangle with a 90-degree angle
- A triangle with two sides of equal length
- If two triangles have two equal lines, but the angle connecting them is longer than the third side will be longer
- Splits a line in half
- A triangle where everything is different
- A point where three altitudes intersect
- All triangle angles add to 180
- Center of triangle
- A point where the median intersects
Down
- A triangle with all angles adding to 180 degrees
- Splits an angle in half
- A point equally distant from two other points
- A line is always congruent to itself
- A polygon with three sides
- Coresponding parts of congruent triangles are congruent
- Same shape and size
- The longest side of a triangle
- The perpendicular line drawn from the vertex of a triangle to the opposite side
- A line joining a vertex to the midpoint, thus bisecting that side
20 Clues: Center of triangle • Same shape and size • Splits a line in half • Splits an angle in half • A polygon with three sides • The longest side of a triangle • All triangle angles add to 180 • A triangle with a 90-degree angle • A point where the median intersects • A line is always congruent to itself • A point where three altitudes intersect • A triangle where everything is different • ...
Crossword Puzzle Project 2025-11-19
Across
- Point where perpendicular bisectors meet; equidistant from vertices.
- Triangles Triangles with equal sides and angles.
- All angles are less than 90 degrees (Triangle).
- Angle Theorem Exterior angle equals sum of remote interior angles.
- Three matching sides guarantee congruence.
- Bisector Line cutting a side in half at 90 degrees.
- Has one 90 degree angle (Triangle).
- Bisector Line dividing an angle into two equal angles.
- Connects a vertex to the midpoint of the opposite side.
- Sum Theorem Interior angles add up to 180 degrees.
Down
- Three equal sides and three equal 60 degree angles (Triangle).
- All sides and angles are different (Triangle).
- Segment from a vertex perpendicular to the opposite side.
- Has one angle greater than 90 degrees (Triangle).
- Point where medians meet; center of mass.
- Point where angle bisectors meet; equidistant from sides.
- Point where altitudes meet.
- Two equal sides and two equal base angles (Triangle).
- A polygon with three sides.
- Inequality Theorem Any two sides must sum to more than the third.
20 Clues: Point where altitudes meet. • A polygon with three sides. • Has one 90 degree angle (Triangle). • Point where medians meet; center of mass. • Three matching sides guarantee congruence. • All sides and angles are different (Triangle). • All angles are less than 90 degrees (Triangle). • Triangles Triangles with equal sides and angles. • ...
Geometry Crossword 2022-07-19
Across
- working together
- congruence statement using things like ASA and AAS would be considered a ? statement.
- an angle without two legs
- if both triangles have an angle then a side then an angle they follow the...
- the longest side opposite of a right angle.
- an angle with two legs
Down
- Equal or same
- the longest side of a right triangle
- If two triangles have two sides then an angle then they follow the...
- a side of a shape
- shape with three sides
- triangle when one angle is a right angle
- lines that make up a shape
- measurement of a point in which two lines cross or connect
14 Clues: Equal or same • working together • a side of a shape • shape with three sides • an angle with two legs • an angle without two legs • lines that make up a shape • the longest side of a right triangle • triangle when one angle is a right angle • the longest side opposite of a right angle. • measurement of a point in which two lines cross or connect • ...
Geometry 2023-05-22
Across
- proof that lists statements and reasons in a linear, order, first to last, in columns
- to divide into equal parts (angles, lines, etc)
- a line segment that has both endpoints on a circle
- a transformation that maintains the shape of a figure but multiplies its dimensions by a chosen factor
- a transformation sequence that can include rigid transformations, dilations, or both
- 2 angles that add up to 90 degrees
- a diagram with fact bubbles and a conclusion bubble with justifications to prove some fact such as similar triangles
- the number of square units needed to fill a region on a flat surface
- the distance around a 2-dimensional exterior
- two pairs of adjacent sides
- used when trying to find a side of a right triangle (opposite/adjacent)
Down
- a point that divides a line segment into two equal parts of equal length
- used when trying to find a side of a right triangle (opposite/adjacent)
- a segment that connects the midpoints of any two sides of a triangle that is half the length of and parallel to the third side of the triangle
- opposite angle of intersecting lines is equal
- used when trying to find a side of a right triangle (adjacent/hypotenuse)
- two shapes are congruent if there is a series of rigid transformations (reflection, rotation, translation) that maps one shape onto another
- set of points a fixed distance from the center and is defined by a central angle
- all four sides are congruent
- two triangles that have all three pairs of corresponding sides that are proportional (this means that the rations of corresponding sides are equal), then the triangles are similar
20 Clues: two pairs of adjacent sides • all four sides are congruent • 2 angles that add up to 90 degrees • the distance around a 2-dimensional exterior • opposite angle of intersecting lines is equal • to divide into equal parts (angles, lines, etc) • a line segment that has both endpoints on a circle • the number of square units needed to fill a region on a flat surface • ...
Geometry 2017-05-23
Across
- A turn transformation
- A = A
- A flip transformation
- A triangle with at least two congruent sides
- S = 2(pi x r^2) + 2(pi x r x h)
- A transformation that stretches or shrinks a figure to make a similar figure
- If the angles lie on the outside of the two lines AND on the opposite sides of the transversal
- V = 4(pi x r^3)/3
- A slide transformation
- The angle your line of sight makes with a horizontal line when you look UP at an object
- The angle that is ½ of the central angle of a circle and is on the circle
- The point of concurrency of the perpendicular bisector of a triangle
- If A = B and A = C, then A = C
- A selection of objects without regard to order
- A segment that connects the midpoints of 2 sides of a triangle
Down
- the mean, median, and mode are all the same number
- A squared + B sqaured = C squared
- The angle your line of sight makes with a horizontal line when you look DOWN at an object
- pi x r^2
- A shape with one pair of opposite angles that are congruent
- If the angle lies between the two lines and is on the opposite side of the transversal
- Points that lie on the same line
- If A = B, then B = A
- Points that lie on the same plane
- If the hypotenuse and leg of a right triangle are congruent to another right triangles, then they are congruent
- the average of a set of numbers
- The point of concurrency of the medians of a triangle
- A triangle with three congruent sides
- A triangle with no congruent sides
- An arrangement of objects in a specific order
- x = the square root of ab
- A ratio that describes how the dimensions of a scale drawing relate to the actual object
- If 3 sides of a triangle are congruent to 3 sides of another triangle, then the triangles are congruent
- If 2 sides of a triangle and its included angle are congruent to another triangles, then the triangles are congruent
34 Clues: A = A • pi x r^2 • V = 4(pi x r^3)/3 • If A = B, then B = A • A turn transformation • A flip transformation • A slide transformation • x = the square root of ab • If A = B and A = C, then A = C • S = 2(pi x r^2) + 2(pi x r x h) • the average of a set of numbers • Points that lie on the same line • A squared + B sqaured = C squared • Points that lie on the same plane • ...
Unit 1 Topic 3 Vocabulary Crossword 2023-10-21
Across
- Triangles that have all sides congruent.
- Symbol used to show congruent segments on a figure
- Rigid motions produce ______ figures.
- Angles that sum to 90 degrees.
- Triangles that have at least 2 sides congruent.
- Lines that will never intersect.
Down
- A ray that cuts an angle into 2 equal angles.
- A point half the distance of a segment.
- Symbol used to show congruent angles on a figure.
- Segments intersecting and forming a right angle.
- The angles in this figure sum to 180 degrees.
11 Clues: Angles that sum to 90 degrees. • Lines that will never intersect. • Rigid motions produce ______ figures. • A point half the distance of a segment. • Triangles that have all sides congruent. • A ray that cuts an angle into 2 equal angles. • The angles in this figure sum to 180 degrees. • Triangles that have at least 2 sides congruent. • ...
Winter Geometry Proofs 2026-01-09
Across
- if two angles and a non-included side of one match the corresponding angle, angle, and non-included side of the other; it means the triangles are congruent
- Angles Theorem in an isosceles triangle, the angles opposite the two congruent (equal) sides, called the base angles, are also congruent
- if their hypotenuses and one corresponding leg are equal in length, the triangles are identical
- if two sides of an equation are equal, you can divide both sides by the same non-zero number, and the equation will remain true
- if you add the same value to both sides of an equation, the equation stays balanced and true
- any value or expression is equal to itself
- means if two things are equal (a=b), you can swap one for the other
- if all three sides of one triangle are equal in length (congruent) to the corresponding three sides of another triangle, then the two triangles are congruent
Down
- if one thing equals a second, and that second equals a third, then the first also equals the third
- if two angles and the included side (the side between them) of one triangle are identical to the corresponding two angles and included side of another triangle, then the two triangles are congruent
- if you subtract the same quantity from both sides of an equation, the equality remains true
- either of two angles whose sum is 90°
- either of two angles whose sum is 180°
- multiplying both sides of the equation by the same non-zero number will result in two new expressions that are also equal
- line, ray, or line segment that divides a given angle into two smaller, equal (congruent) angles, always passing through the angle's vertex
- an angle that measures exactly 90 degrees
- the point and is in the exact middle of a line
- if two angles in one triangle are congruent (equal) to two angles in another triangle, then their third angles must also be congruent
- if one thing equals another (a = b), then the second thing also equals the first (b = a)
- knowing two sides and the included angle (the angle between them), making them congruent
20 Clues: either of two angles whose sum is 90° • either of two angles whose sum is 180° • an angle that measures exactly 90 degrees • any value or expression is equal to itself • the point and is in the exact middle of a line • means if two things are equal (a=b), you can swap one for the other • ...
Similarities Terminologies 2026-03-01
16 Clues: Ratio • Sides • Ratio • Angles • Factor • Theorem • Triangles • Measurement • of Dilation • Preservation • Triangle Similarity • (Angle–Angle) Similarity • Lines and Proportionality • (Side–Side–Side) Similarity • (Side–Angle–Side) Similarity • Polygons -Polygons with equal corresponding angles and proportional corresponding sides.
Geometry Unit 7 - Important Terms (1-5) 2022-07-06
Across
- when dilating points on a coordinate plane you must ______ each coordinate so you can find the new positions
- the notation for _______ is a squiggly line
- a dilation of a line segment not containing the _____ will result in parallel lines
- a dilation ____factor, k, is found by comparing the newer dimension to the original dimension in fraction form
- if k is less than one the object will _____
- if k is greater than one the object will ____
- a dilations is not considered a rigid motion because it changes ______ and size
- if two angles of one triangle are ____ to two angles of another triangle, the two triangles are similar; AA similarity
Down
- 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
- we can solve proportions by ______ multiplying the pair of ratios
- if k is equal to one the object will not change _____
- if all three _____ of corresponding sides of two triangles are proportional, the the two triangles are similar: SSS similarity
13 Clues: the notation for _______ is a squiggly line • if k is less than one the object will _____ • if k is greater than one the object will ____ • if k is equal to one the object will not change _____ • we can solve proportions by ______ multiplying the pair of ratios • a dilations is not considered a rigid motion because it changes ______ and size • ...
Weekly Mathematician Semester 1 2023-12-13
Across
- He developed a method for identifying prime numbers.
- Worked with similar triangles and right triangles.
- Worked with Non-Euclidean elliptic geometry.
- Found a way to determine the area of a triangle from its side lengths.
- Worked with fractals.
- The first to use a number line and a symbol for infinity.
Down
- Known for his special 3d shapes.
- His diagrams are still used in probability today.
- Known for her hypothesis about Hilbert's 10th Problem.
- First name of the person who proved the Binomial Theorem.
- Developed cartesian coordinates.
- Developed a formula for the volume of a cone.
- Developed basic rules for using zero and worked with negative numbers.
- Invented a two-dimensional surface with only one side.
- Developed infinitesimal calculus.
15 Clues: Worked with fractals. • Known for his special 3d shapes. • Developed cartesian coordinates. • Developed infinitesimal calculus. • Worked with Non-Euclidean elliptic geometry. • Developed a formula for the volume of a cone. • His diagrams are still used in probability today. • Worked with similar triangles and right triangles. • ...
Triangles- by Manaswini 2015-10-10
Across
- the sum of square of the base and perpendicular is "________"
- a closed figure with 3 sides is called a "________"
- a theorem used to find sides of a right angled triangle is "________" theorem
- if a line divides any 2 sides of an triangle in the same ratio then the line is "________" to the 3rd side
- bpt is also known as "________" theorem
- ratio of "________" of 2 similar triangles is equal to square of ratio of corresponding angles
Down
- a triangle with all sides of different measure is a "________" triangle
- a triangle with all sides equal is a "________" triangle
- a "________" divides a triangle in 2 equal halves
- the sum of "________" angles of a triangle is 180 degrees
- in a triangle if square of one side is equal to the sum of square of other 2 sides then the angle opposite to the 1st side measure "________"
- if the corresponding angles of triangle abc and triangle def are equal the triangles are "________"
12 Clues: bpt is also known as "________" theorem • a "________" divides a triangle in 2 equal halves • a closed figure with 3 sides is called a "________" • a triangle with all sides equal is a "________" triangle • the sum of "________" angles of a triangle is 180 degrees • the sum of square of the base and perpendicular is "________" • ...
Mathematics Vocabulary 2023-11-08
Across
- Greek mathematician known for his theorem about right-angled triangles.
- Field of mathematics that deals with the study of angles, triangles, and relationships between the lengths of the sides and the angles of triangles.
- Ancient Greek mathematician known for his contributions to geometry and physics.
- Ratio of a circle's circumference to its diameter.
- Closed figures with straight sides, typically classified by the number of sides they have.
- Chinese mathematician known for his work on the estimation of pi and for his contributions to the understanding of the concept of zero.
Down
- A balanced and harmonious arrangement of parts around a central point or axis.
- Repeated and recognizable arrangements of elements, shapes, or forms that create a visual or structural effect.
- Fundamental concept in mathematics often used to prove mathematical statements.
- Study of the properties and relationships of points, lines, angles, and shapes.
- English mathematician and computer scientist known for breaking the enigma machine.
- Sequence named after an Italian mathematician, characterized by the fact that every number is the sum of the two preceding ones.
- Field of study involving numbers, quantity, and structure.
- Fundamental numerical value representing nothing or absence.
14 Clues: Ratio of a circle's circumference to its diameter. • Field of study involving numbers, quantity, and structure. • Fundamental numerical value representing nothing or absence. • Greek mathematician known for his theorem about right-angled triangles. • A balanced and harmonious arrangement of parts around a central point or axis. • ...
FA3 Maths Activity 2014-02-03
Across
- Capacity of a 3-d figure.
- The triangles formed by the __________ are equal in a Parallelogram.
- Longest chord of a circle.
- Adjacent angles of a Parallelogram are ______________.
- The T.S.A of _____ is 6*a*a.
- A quadrilateral with 1 pair of adj. sides equal.
- A quadrilateral with opposite sides parallel.
- Angle at Semi-circle is always a ______ angle.
- Base*Height = _____ of the Parallelogram.
Down
- a four sided figure is a ______________.
- _________ angles of a Parallelogram are equal.
- If adj. sides of a rectangle are equal then it is a _______.
- Probability of a sure event.
- All sides are equal with an angle 90 degree in a ______.
- Probability of an unsure event is _____ than one.
- The L.S.A of a _______ is = 2h(l+b).
- The probability of neither heads nor tails coming during a toss is _____.
- _______=Diameter/2.
- A _______ of a triangle divides it into 2 triangles of equal areas.
- Volume of hemisphere = _____ the Volume of a sphere.
20 Clues: _______=Diameter/2. • Capacity of a 3-d figure. • Longest chord of a circle. • Probability of a sure event. • The T.S.A of _____ is 6*a*a. • The L.S.A of a _______ is = 2h(l+b). • a four sided figure is a ______________. • Base*Height = _____ of the Parallelogram. • A quadrilateral with opposite sides parallel. • _________ angles of a Parallelogram are equal. • ...
Mathazine crossword 2016-03-23
Across
- It is equal to 3.14
- set of points equidistant from one point
- The opposite of factoring
- There are 360 of these in a circle
- Math involving triangles
- This is equal to adjacent over hypotenuse
Down
- An ellipse has two of these
- It can be represented by y=mx+b
- In order to solve (X+3)(X+4), you need to do this
- This is used to solve non-right triangles
10 Clues: It is equal to 3.14 • Math involving triangles • The opposite of factoring • An ellipse has two of these • It can be represented by y=mx+b • There are 360 of these in a circle • set of points equidistant from one point • This is used to solve non-right triangles • This is equal to adjacent over hypotenuse • In order to solve (X+3)(X+4), you need to do this
Geometric Shapes 2020-02-14
Geometry Unit 4 Vocabulary 2021-02-08
Across
- a segment, ray, line, or plane that is perpendicular to a segment at its midpoint.
- triangle bisector of the angles of a triangle intersect at a point.
- a perpendicular segment from a vertex to the line containing the opposite side.
- point of concurrency of the three altitudes of a triangle.
- point where all the angle bisectors meet in the triangle.
- a segment, ray, line, or plane that intersects a segment at its midpoint.
- a point at which the perpendicular bisectors of the sides of a triangle intersects which equidistant from three vertices.
- two geometric figures are congruent figures if they have the same size and shape.
- segment that connects that midpoint of two sides of a triangle.
- a line, segment or ray that divides angle into two congruent parts.
Down
- two quantities always have the same size/ratio to each other.
- two interior angle of two triangles are congruent when the two triangles are similar.
- two triangles are congruent if their corresponding sides are equal in length, and their corresponding angles are equal in measure.
- angles at each vertex that are on the inside of the polygon.
- when a point is the same distance from two or more objects.
- two figures that have the same shape, but not necessarily the same size.
- line segment drawn from a vertex to the midpoint of the opposite side of the vertex.
- either of the angles of a triangle that have one side in common with the base.
- medians always inside, divides median in 2:1 ratio.
19 Clues: medians always inside, divides median in 2:1 ratio. • point where all the angle bisectors meet in the triangle. • point of concurrency of the three altitudes of a triangle. • when a point is the same distance from two or more objects. • angles at each vertex that are on the inside of the polygon. • two quantities always have the same size/ratio to each other. • ...
TRIANGLE PROOFS 2020-11-12
Across
- The Ray that divides an angle into two congruent angles
- congruency If two sides and the Included angle of one triangle are Congruent to two sides
- Lines Lines that intersect to form right angles or 90 degrees
- mean is a special type of average where we multiply the numbers together and then take a square root
- having all sides or faces equal an equilateral triangle
- is a side of a polygon or a face of a polyhedron
- A corner of a figure
- angles that are in the same position. made by a line cutting through two or more other lines.
Down
- leg the side directly across from the right angle.
- Having the exact same size and shape and there by having the exact same measures
- Corresponding Parts of Congruent Triangles are congruent by definition of congruence
- 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
- 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
- Any two angles that have a sum of 180 degrees
- Two lines that do not intersect and are always the same distance apart.
- Anything equals itself; x=x
- congruency If 3 sides of 1 triangle of one congruent to 3 sidesof another triangle
- a triangle having two sides of equal length.
19 Clues: 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 • leg the side directly across from the right angle. • The Ray that divides an angle into two congruent angles • having all sides or faces equal an equilateral triangle • ...
air masses/fronts 2020-10-14
Across
- symbol is red line with red semicircles
- stays in place or moves very slowly
- moves slow
- pushes warm air up
- boundary where two air masses meet
- Symbol is purple with triangles and semicircles
- symbol is blue line with blue triangles
- warm air moves up and over cool air
Down
- the way fronts move across the U.S
- symbol is semicircles and triangles
- moves fast
- created when water vapor condenses
12 Clues: moves slow • moves fast • pushes warm air up • the way fronts move across the U.S • created when water vapor condenses • boundary where two air masses meet • stays in place or moves very slowly • symbol is semicircles and triangles • warm air moves up and over cool air • symbol is red line with red semicircles • symbol is blue line with blue triangles • ...
Math Assessment 2024-08-18
Across
- Basic Proportionality Theorem is also called as ____ Theorem.
- 307 is a ___ number.
- ___ triangles have two angles equal to each other.
- √2304 is _____.
- A quadratic equation with two zeroes will form a __ on a graph.
Down
- A cubic polynomial will have at most __ zeroes.
- In similar triangles, the ___ are equal.
- cosec A is the ___ of sin A.
- A polynomial with the degree 1 is a __ polynomial.
- Cos A is ____ upon hypotenuse.
10 Clues: √2304 is _____. • 307 is a ___ number. • cosec A is the ___ of sin A. • Cos A is ____ upon hypotenuse. • In similar triangles, the ___ are equal. • A cubic polynomial will have at most __ zeroes. • ___ triangles have two angles equal to each other. • A polynomial with the degree 1 is a __ polynomial. • Basic Proportionality Theorem is also called as ____ Theorem. • ...
maths 2022-06-19
GEOMETRY 2024 - GRADE 9 2024-01-29
Across
- A transformation in which one point on the plane, the center of rotation, is fixed and everything else on the plane rotates about that point
- When 2 angles and the included side of one triangle are congruent to two angles and the included side of another triangle, then the 2 triangles are congruent
- Used to show 2 segments that bisect eachother being congruent
- A line you add to a diagram to help explain relationships in proofs
- A line, segment, or ray that is perpendicular to the segment at its midpoint
- When 3 sides of one triangle are congruent to the three corresponding sides of another triangle, then they are congruent
- A transformation that maps all points of a figure the distance in the same direction
- A perpendicular segment from one vertex of the triangle to the opposite side or to the line that contains the opposite side
- A diagram showing each statement leading to the conclusion
Down
- A segment from one vertex of a triangle to the midpoint of the opposite side
- When 2 angles of one triangle are congruent to 2 angles of another triangle, then the third angles are congruent
- A pair of adjacent, supplementary angles
- A transformation that stretches or shrinks the original figure
- When 2 angles are non included side of one triangle are congruent to the 2 angles and corresponding nonincluded side of another triangle
- When 2 sides and the included angle of one triangle are congruent to two sides and the included angle of another triangle, then the 2 triangles are congruent
- When 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
- Non-coplanar, not parallel, do not intersect
- Formula Used to show line segments are equal
- Transformations that preserve angle measure and distance
- Formula used to show parallel and perpendicular lines
- Point Reflection
- When a figure is built around a single point called the point of reflection
- Statements and Reasons proving a statement
- A series of factual statements used to prove something true
- Corresponding parts of congruent triangles are congruent
25 Clues: Point Reflection • A pair of adjacent, supplementary angles • Statements and Reasons proving a statement • Non-coplanar, not parallel, do not intersect • Formula Used to show line segments are equal • Formula used to show parallel and perpendicular lines • Transformations that preserve angle measure and distance • ...
Geometry Chapter 8 2025-02-08
Across
- a polygon with three corners and three sides
- a statement formed by switching the hypothesis and conclusion of an original conditional statement, then negating both parts
- the measurement of the distance between two points on a line segment
- the relationship between two or more geometric figures where the ratios of their corresponding sides are equal
- The total length to the outside of a figure
- a way to compare two quantities by dividing one by the other
- Same thing in a different spot
- three pairs of corresponding sides of two triangles are proportional
- transformation that takes a figure and creates a new figure that is the same shape but potentially a different size
Down
- two figures that have the same shape but may be different sizes
- To divide into two equal parts
- lines that are always the same distance apart and that never meet
- a line, ray, or line segment that intersects other lines, rays, or line segments on a plane at different intersecting points
- a statement that two ratios are equal
- The total space on the inside of a figure
- a closed two-dimensional figure composed of straight-line segments that meet at their endpoints
- two sides of one triangle are proportional with two sides of another triangle, and the included angles in both triangles are congruent
- the measure of how steep a line is, calculated as the ratio of the rise divided by run between two points on that line
- two triangles with two pairs of corresponding angles that are congruent
19 Clues: To divide into two equal parts • Same thing in a different spot • a statement that two ratios are equal • The total space on the inside of a figure • The total length to the outside of a figure • a polygon with three corners and three sides • a way to compare two quantities by dividing one by the other • two figures that have the same shape but may be different sizes • ...
The Unit 5-6 Crossword 2022-11-01
Across
- Flips the preimage to make the image.
- The point on a triangle where two sides intersect and create an angle.
- 0,0
- Slides the preimage to make the image.
- The figure before the transformation
- The image and preimage are congruent.
Down
- Turns the preimage to make the image.
- This triangle proof is only used for right triangles.
- The figure after the transformation
- Always wrong except for a version of the proof in right triangles
- The statement(s) given to you at the start of a triangle proof question.
- This reason is always used for final statements that are not proving triangle congruence.
- Statements that prove a mathematical statement.
13 Clues: 0,0 • The figure after the transformation • The figure before the transformation • Turns the preimage to make the image. • Flips the preimage to make the image. • The image and preimage are congruent. • Slides the preimage to make the image. • Statements that prove a mathematical statement. • This triangle proof is only used for right triangles. • ...
Chapter 7 crossword 2021-01-13
Across
- This lets you know that two triangles are similar because two angles are congruent and a pair of sides surrounding the angles are proportional
- How much of one thing compared to another.
- A formation over water created with a pencil.
- There are 2 boys to 5 girls. If you invite 15 girls, how many boys must be invited?
- You might find this up a hill, in a box, with a rabbit, or before some lumber.
Down
- When all three sides of one triangle are proportional to the corresponding sides of another triangle, the triangles are similar because of ________
- The ratio of 8 farts to 12 belches.
- Raises things up, knocks them down, cools them off, force, Nike
- Corresponding in size or amount to something else.
- Two triangles are similar if _____ of their angles are congruent.
- When two figures are the same shape, but different sizes.
11 Clues: The ratio of 8 farts to 12 belches. • How much of one thing compared to another. • A formation over water created with a pencil. • Corresponding in size or amount to something else. • When two figures are the same shape, but different sizes. • Raises things up, knocks them down, cools them off, force, Nike • ...
Mathematics Crossword 2014-12-02
Across
- A line which intersects a circle at two points
- The most occurring term in a set of terms
- Two triangles whose corresponding angles are equal
- The famous mathematician who calculate the sum of first hundred natural numbers
- An arrangement of numbers in a definite order
- A line which intersects a circle at one point
Down
- The probability of a sure event
- The middle term of a set of terms
- The shape of a bucket
- The value of x-coordinate on y-axis
- Branch of mathematics dealing with angles and their problems
- The number of faces of a cuboid
- A criteria for similarity of two triangles
13 Clues: The shape of a bucket • The probability of a sure event • The number of faces of a cuboid • The middle term of a set of terms • The value of x-coordinate on y-axis • The most occurring term in a set of terms • A criteria for similarity of two triangles • An arrangement of numbers in a definite order • A line which intersects a circle at one point • ...
Triangles & Circles 2018-02-09
10 Clues: made by two radius • two sides are equal • all sides are equal • two times of radius • area formed by chord • one angle is 90 degree • circumference by diameter • line passing through circle • triangle with different sides • line segment connecting two points on the circle
Tropical Triangles 2023-05-04
Across
- the distance across the entire circle
- A=pi*r squared
- the amount of space a 2d shape takes up
- a=bh
- the amount of space covering the outside of a 3D shape
Down
- the distance around the outside of a circle ⭕️
- a=1/2bh
- a=1/2(b1+b2)h
- the amount of space inside a 3D object
- the distance from the middle of a circle to the outside
10 Clues: a=bh • a=1/2bh • a=1/2(b1+b2)h • A=pi*r squared • the distance across the entire circle • the amount of space inside a 3D object • the amount of space a 2d shape takes up • the distance around the outside of a circle ⭕️ • the amount of space covering the outside of a 3D shape • the distance from the middle of a circle to the outside
Prism and Volume Vocabulary Crossword 2025-04-24
Across
- a prism with all square sides
- a prism with 2 triangles and 3 rectangles
- a prism with 2 hexagons and 6 rectangles
- how tall something is
Down
- a prism with 2 triangles and 8 rectangles
- a prism with mostly rectangles
- how long something is
- how wide something is
- a prism with 2 pentagons and 5 rectangles
- the product of the length and the width
10 Clues: how long something is • how wide something is • how tall something is • a prism with all square sides • a prism with mostly rectangles • the product of the length and the width • a prism with 2 hexagons and 6 rectangles • a prism with 2 triangles and 8 rectangles • a prism with 2 triangles and 3 rectangles • a prism with 2 pentagons and 5 rectangles
Classifying Triangles/Angles of Triangles 2023-01-03
Across
- no two sides of the triangle are congruent
- 1 side of triangle & extension of another
- triangle with one angle obtuse
- at least two sides of the triangle are congruent
- triangle with one right angle
Down
- triangle with all angles congruent
- all the sides of the triangle are congruent
- two angles opposite exterior angle
- triangle with all angles acute
- the acute angles of a right triangle
10 Clues: triangle with one right angle • triangle with all angles acute • triangle with one angle obtuse • triangle with all angles congruent • two angles opposite exterior angle • the acute angles of a right triangle • 1 side of triangle & extension of another • no two sides of the triangle are congruent • all the sides of the triangle are congruent • ...
Geometry Midterm Crossword 2019-11-17
Across
- SSA
- reasoning that uses given facts, postulates, theorems to prove a new fact
- a 3-dimensional object with two congruent bases
- the "if" statement in a conditional statement
- a face created when a plane slices through a solid
- AAA can prove this about two triangles
- two angles that have one common side
- the sum of the three angles of a triangle is 180 degrees
- a flat surface that stretches infinitely in all directions
- an infinite collection of collinear points with no endpoints
- two lines that never intersect
- two pairs of congruent angles formed by any two intersecting lines
- the type of geometric reasoning you are doing with lots of examples
Down
- a closed shape with straight sides that has all equal side lengths and angles
- a line or ray that divides an angle into two smaller congruent angles
- connects two non-consecutive vertices
- a mirror line for two halves of a symmetrical shape
- a fact accepted without proof
- has 8 polygonal faces
- a pair of angles or segments in two triangles that are in the same relative position
- a line or segment that is perpendicular to another segment at its midpoint
- how to describe a triangle with all 60 degree angles
- a line that intersects two or more other lines
- geometric objet notated by two capital letters with a dash above both letters
- the angle outside a triangle created by extending one side
- a line segment in a triangle that connects two midpoints of two sides
- corresponding parts of congruent triangles are congruent
27 Clues: SSA • has 8 polygonal faces • a fact accepted without proof • two lines that never intersect • two angles that have one common side • connects two non-consecutive vertices • AAA can prove this about two triangles • the "if" statement in a conditional statement • a line that intersects two or more other lines • a 3-dimensional object with two congruent bases • ...
Crossword 2022-02-08
Across
- a polynomial who's degree is 3 is known as ___ polynomial
- an equation with degree 2 is called ___ equation
- if tan x = 1 then the value of x is
- if corresponding sides of 2 triangles are equal then it is ___
- state the nature of √2
- if b^2-4ac=0 then its roots are ___
- an event which has a 0% chance of happening is called a ___ event
- ax^2+bx+c=0 is the ___ form of a quadratic equation
- who created the formula to find hypotenuse of triangle
- sin/cos=?
- if no sides of triangles are equal then it is ___
- (0,0) is located at the ___ of the graph
- its area is found using length*breadth
- its area is found using length*breadth*height
- sin^2 + cos^2 = ?
Down
- b^2-4ac is also known as ___ formula
- a cartestian plane is split into 4 parts known as
- πr^2h is used to find the ___ of a circle
- a number that can be represented as the quotient p/q of two integers such that q ≠ 0 is known as ___ number
- branch of mathematics that studies relationships between lengths and angles of triangles.
- πrl is used to find the ___ surface area of cone
- its total surface area is found using the formula 2πr(h+r)
- y axis is also known as
- 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 ___
- x axis is also known as
- (-3, -2) lies in ___ quadrant
- another name for coordinate plane is ___ plane
27 Clues: sin/cos=? • sin^2 + cos^2 = ? • 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 • ...
CCF JP - Sujet 2 2026-03-19
Across
- équipement de sécurité
- tu dois
- patron
- attentif
- entreprise
- porter
- panneaux triangulaires
- travail
- pantalon de travail
- tronçonneuse
- outils
- lunettes de sécurité
- cônes
Down
- dangereux
- chaussures/bottes de sécurité
- gilet réfléchissant
- sécurité
- sécateur
- casque anti-bruit
- très
- important
- paysage
- tondeuse
- casque de chantier
- chantier
- sécuriser
- gants
27 Clues: très • gants • cônes • patron • porter • outils • tu dois • paysage • travail • sécurité • sécateur • attentif • tondeuse • chantier • dangereux • important • sécuriser • entreprise • tronçonneuse • casque anti-bruit • casque de chantier • gilet réfléchissant • pantalon de travail • lunettes de sécurité • équipement de sécurité • panneaux triangulaires • chaussures/bottes de sécurité
Temp crossword for Grade 1 2023-05-04
7.3 ex 1-2 Crossword 2023-01-26
Across
- If two angles of one triangle are congruent to two angles of another triangle, then the triangles are similar.
- If two corresponding sides of two triangles are in the same proportion and the angles included between those sides are congruent, then the two triangles are similar.
- The sum of the angle measures of a triangle equals 180.
Down
- When two straight lines intersect, they form two sets of linear pairs with congruent angles. It also means that the adjacent angles formed by the intersection of these two lines are supplementary, or equal to 180 degrees.
- If all 3 corresponding angles of two triangles are congruent and all corresponding sides are in the same proportion, then the triangles are similar.
- If all three corresponding sides of two triangles are in the same proportion, then the two triangles are similar.
6 Clues: The sum of the angle measures of a triangle equals 180. • If two angles of one triangle are congruent to two angles of another triangle, then the triangles are similar. • If all three corresponding sides of two triangles are in the same proportion, then the two triangles are similar. • ...
Weather Crossword 2021-11-17
Across
- Breeze that flows from the land to the sea.
- Winds in the Northern Hemisphere move to the ___.
- Occluded Fronts are shown by a __ line with alternating triangles and semi-circles.
- When a warm front is trapped by 2 cold fronts.
- __ Systems are cold, stable and sink.
- Low pressure systems move ____.
- A giant island of air that has the same characteristics.
- Everything flows from __ to low.
- Colder, dense air replaces warm, less dense air.
Down
- Made from the differences in the temperature.
- Breeze that flows from the sea to the land.
- Warm air moves over the denser cold air.
- A stationary front is shown with alternating red semi-circles and ___ triangles.
- High Air pressure ___ in the atmosphere.
- This 4 letter word occurs when a cold front is coming.
- This front stops moving or moved very slowly.
- __ Systems are warm, unstable and rise.
17 Clues: Low pressure systems move ____. • Everything flows from __ to low. • __ Systems are cold, stable and sink. • Warm air moves over the denser cold air. • High Air pressure ___ in the atmosphere. • __ Systems are warm, unstable and rise. • Breeze that flows from the sea to the land. • Breeze that flows from the land to the sea. • ...
Geometry Vocab 2024-04-24
Across
- Tells us that the hypotenuse is the sum of the legs squared
- Lines that never intersect
- Computes midpoint between 2 points
- Computes distance between 2 points
- Answer after using midpoint formula
- Longest side of a right triangle across from the 90 degree angle
- Adjacent angles that add to 180 degrees
- Two angles on opposite sides of a transversal and inside parallel lines
- Angles on same side of transversal that add to 180 degrees
Down
- Line that cuts through a system of lines
- Two angles on opposite sides of a transversal and outside parallel lines
- This tells us that all triangles add to 180 degrees
- Answer after using distance formula
- This tells us that isosceles triangles have 2 congruent sides and angles
- Angles in the same relative position that are equal
- Another name for a linear pair
- Non-adjacent angles that are equal
17 Clues: Lines that never intersect • Another name for a linear pair • Computes midpoint between 2 points • Computes distance between 2 points • Non-adjacent angles that are equal • Answer after using distance formula • Answer after using midpoint formula • Adjacent angles that add to 180 degrees • Line that cuts through a system of lines • ...
Triangles and Quadrilaterals 2024-01-26
Across
- Triangle that has 3 equal sides and 3 equal angles.
- Triangle that has one angle greater than 90 degrees.
- Lines that intersect and form 90 degree angles
- A quadrilateral with 1 pair of parallel sides
- Any 2D shape with 3 or more straight and connected sides.
- A polygon with 4 sides.
- Polygon with 3 sides and the angles of it always add up to equal 180 degrees.
Down
- Triangle that has 2 equal sides and 2 equal angles.
- A parallelogram with 4 equal sides and 4 right angles.
- A quadrilateral with 2 pairs of parallel sides.
- A parallelogram with 4 equal sides.
- Triangles where all 3 angles are less than 90 degrees.
- Triangles that have one 90 degree angle
- A parallelogram with 4 right angles.
- Triangle that has different sides lengths and different angle measures.
- Lines that never intersect and always stay the same distance apart.
16 Clues: A polygon with 4 sides. • A parallelogram with 4 equal sides. • A parallelogram with 4 right angles. • Triangles that have one 90 degree angle • A quadrilateral with 1 pair of parallel sides • Lines that intersect and form 90 degree angles • A quadrilateral with 2 pairs of parallel sides. • Triangle that has 2 equal sides and 2 equal angles. • ...
Segments In Triangles 2024-10-29
Across
- segment connecting the vertex of a triangle to the midpoint of the opposite side
- segment that splits an angle into two equal parts
- the location of the orthocenter of an obtuse triangle
- intersection of the three perpendicular bisectors
- segment that cuts a side of the triangle in half and is also perpendicular to it
- intersection of the three medians
- intersection of the three angle bisectors
- segment that goes through the vertex of a triangle and is perpendicular to the opposite side
Down
- intersects at a right angle
- segment connecting the midpoints of two sides of a triangle
- intersection of the three altitudes
- a point that is in the middle of a segment
- the location of the circumcenter of an acute triangle
- the circumcenter is outside for this type of triangle
- this type of triangle has the circumcenter on the triangle
- the angle of a triangle
16 Clues: the angle of a triangle • intersects at a right angle • intersection of the three medians • intersection of the three altitudes • intersection of the three angle bisectors • a point that is in the middle of a segment • segment that splits an angle into two equal parts • intersection of the three perpendicular bisectors • ...
Triangles and Quadrilaterals 2026-01-28
Across
- the third side of an isosceles triangle that is unequal in length to the two congruent sides
- each corner of a polygon
- triangle with three equal sides
- A quadrilateral whose opposite sides are parallel
- A polygon with four sides
- A line or ray that divides an angle into two equal, smaller angles
- equal sides of an isosceles triangle
Down
- A quadrilateral with right angled corners and all sides equal in length
- triangle with no equal sides
- A quadrilateral with two pairs of adjacent sides equal in length
- A quadrilateral with all sides equal in length
- A quadrilateral with one pair of opposite sides parallel
- a closed plane figure with only straight segments which do not cross
- A parallelogram with right-angled corners
- the vertex between the equal sides of an isosceles triangle
- triangle with at least two equal sides
16 Clues: each corner of a polygon • A polygon with four sides • triangle with no equal sides • triangle with three equal sides • equal sides of an isosceles triangle • triangle with at least two equal sides • A parallelogram with right-angled corners • A quadrilateral with all sides equal in length • A quadrilateral whose opposite sides are parallel • ...
maths 2022-06-19
Mathematics Chapter 6 - Triangles Crossword 2021-07-08
Across
- The _________ of a rectangle produces by itself the same area as produced by its both sides (i.e., length and breadth).
- According to Pythagoras theorem, in a right-angled triangle, the sum of squares of two sides of a right triangle is equal to the square of the _______ of the triangle.
- If one angle of a triangle is equal to one angle of the other triangle and the sides including these angles are _________, then the two
- are similar.
- If two angles of one triangle are respectively equal to _________ angles of another triangle, then the two triangles are similar.
Down
- Two figures having the same _________ but not necessarily the same size are called similar
- You can verify that if one polygon is similar to another polygon and this second polygon is similar to a third polygon, then the first polygon is _______ to the third polygon.
- A triangle can be defined as a _______ which has three angles and three sides.
- The same ratio of the corresponding sides is referred to as the _______ factor for the polygons.
- If a line is drawn parallel to one side of a triangle to intersect the other two sides in distinct points, the other two sides are divided in the same
- The statement "The ratio of any two corresponding sides in two equiangular triangles is always the same." was given by _________.
- If a line divides any two sides of a triangle in the same _________, then the line is parallel to the third side.
- The ratio of the areas of two similar triangles is equal to the _________ of the ratio of their corresponding sides.
13 Clues: are similar. • A triangle can be defined as a _______ which has three angles and three sides. • Two figures having the same _________ but not necessarily the same size are called similar • The same ratio of the corresponding sides is referred to as the _______ factor for the polygons. • ...
Mathematics Chapter 6 - Triangles Crossword 2021-07-08
Across
- The _________ of a rectangle produces by itself the same area as produced by its both sides (i.e., length and breadth).
- According to Pythagoras theorem, in a right-angled triangle, the sum of squares of two sides of a right triangle is equal to the square of the _______ of the triangle.
- If one angle of a triangle is equal to one angle of the other triangle and the sides including these angles are _________, then the two
- are similar.
- If two angles of one triangle are respectively equal to _________ angles of another triangle, then the two triangles are similar.
Down
- Two figures having the same _________ but not necessarily the same size are called similar
- You can verify that if one polygon is similar to another polygon and this second polygon is similar to a third polygon, then the first polygon is _______ to the third polygon.
- A triangle can be defined as a _______ which has three angles and three sides.
- The same ratio of the corresponding sides is referred to as the _______ factor for the polygons.
- If a line is drawn parallel to one side of a triangle to intersect the other two sides in distinct points, the other two sides are divided in the same
- The statement "The ratio of any two corresponding sides in two equiangular triangles is always the same." was given by _________.
- If a line divides any two sides of a triangle in the same _________, then the line is parallel to the third side.
- The ratio of the areas of two similar triangles is equal to the _________ of the ratio of their corresponding sides.
13 Clues: are similar. • A triangle can be defined as a _______ which has three angles and three sides. • Two figures having the same _________ but not necessarily the same size are called similar • The same ratio of the corresponding sides is referred to as the _______ factor for the polygons. • ...
Chapter 8: Similar Figures Vocabulary 2022-02-09
Across
- three parallel lines theorem states that if three _______ lines intersect two transversals, then they divide the transversals proportionally
- parallel lines are coplanar lines that do not __________
- similar figures are geometric figures that have the _____ _____ but not necessarily the same size
- perpendicular lines are two lines that intersect to form a _______ angle
- corresponding parts are a pair of sides or angles that have the same relative position in two _________ figures
- scale factor is the ratio of the lengths of the _____________ sides of the image and the preimage of a dilation
Down
- if two polygons are ________, then the ratio of their areas is equal to the squares of the ratios of their corresponding side lengths
- if two polygons are similar, then the ratio of their ____________ is equal to the ratio of their corresponding side lengths
- angle angle similarity theorem states that if two angles of one _______ are congruent to two angles of another triangle, then the two triangles are similar
- similarity transformation is a dilation or a ______ of rigid motions and dilations
- triangle proportionality theorem states that if a line parallel to one side of a triangle _______ the other two sides, then it divides the two sides proportionally
- side angle side similarity theorem states that if an angle of one triangle is __________ to an angle of a second triangle and the lengths of the side including these angles are proportional, then the triangles are similar
- corresponding angles are two angles that are formed by two lines and a ___________ that are in corresponding positions
- side side side similarity theorem states that if the corresponding side lengths of two triangles are ________, then the triangles are similar
- triangle angle bisector theorem states that if a ray _____ an angle of a triangle, then it divides the opposite side into segments whose lengths are proportional to the lengths of the other two sides
15 Clues: parallel lines are coplanar lines that do not __________ • perpendicular lines are two lines that intersect to form a _______ angle • similarity transformation is a dilation or a ______ of rigid motions and dilations • similar figures are geometric figures that have the _____ _____ but not necessarily the same size • ...
Trigonometry Vocabulary 2015-01-17
Across
- When there are two parallel lines and a diagonal the two angles in the same section add to 180
- A Trigonometric Ratio uses opposite and adjacent sides
- When two triangles are the same with different proportions
- A Trigonometric Ratio uses adjacent sides and the hypotenuse
- an angle smaller than 90 degrees
- a2+b2=c2
- Law SOHCAHTOA
- The longest part of a right angled triangle
- Law Requires all sides or two sides with the corresponding angle
- A branch of Mathematics that use triangles, angles and side lengths
- When an angle is below the horizontal it is an angle of ___
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- The distance around the area
- A number multiplied by itself is ___
- When there are two parallel lines and a diagonal the two upper angles are same
Down
- a 90 degree angle
- an angle bigger than 90 degrees
- The amount of space in a designated space
- Given when objects are scaled to find the original side.
- The corner of a shape and adds to 180
- When two angles are connected at the point and are automatically the same
- When two triangles have the same proportions
- Part of a shape used to find angles inside a triangle
- Three sided shape
- The measurement unit for angles
- When an angle is above the horizontal it is an angle of ___
- The opposite of squaring a number
- When there are two parallel lines and a diagonal the angle across and bellow the second line is the same as the reference angle
29 Clues: a2+b2=c2 • Law SOHCAHTOA • a 90 degree angle • Three sided shape • The distance around the area • an angle bigger than 90 degrees • The measurement unit for angles • an angle smaller than 90 degrees • The opposite of squaring a number • A number multiplied by itself is ___ • The corner of a shape and adds to 180 • The amount of space in a designated space • ...
Geometry 2020-12-20
Across
- (2 words) angle pair between two lines on opposite side of transversal
- method of proving triangles similar by using three side ratios
- a triangle with one pair of congruent sides
- two angles whose sum is 90 degrees
- a four sided figure with four right angles and four congruent sides
- two angles whose sum is 180 degrees
- method of proving triangles similar by using one pair of congruent angles and two side ratios
- angle pair whose sides form two pairs of opposite rays
- One dimensional figure that extends without end
- a triangle with three congruent sides
- rise over run
- a triangle with three congruent angles
- Two dimensional figure that extends without end
- compares two quantities, written in the form a:b
- an angle that measures exactly 90 degrees
Down
- a four sided figure with four right angles
- a four sided figure with opposite sides parallel
- part of line that consists of two endpoints and all points between the endpoints
- equation that sets two ratios equal to each other
- two figures that have the same shape but not the same size
- an angle that measures between 0 and 90 degrees
- a four sided figure with exactly one pair of parallel side
- a triangle with no congruent sides
- a point that divides a segment into two equal segments
- an angle that measures exactly 180 degrees
- an angle that measures between 90 and 180 degrees
- method of proving triangles similar by using two pairs of congruent angles
- part of line that consists of one endpoint and extends without end in one direction
28 Clues: rise over run • two angles whose sum is 90 degrees • a triangle with no congruent sides • two angles whose sum is 180 degrees • a triangle with three congruent sides • a triangle with three congruent angles • an angle that measures exactly 90 degrees • a four sided figure with four right angles • an angle that measures exactly 180 degrees • ...
Similar Triangles and Proportions 2022-01-13
Across
- The theorem to prove triangle similarity using two congruent angles
- If two triangles are similar, the ratios of the ___ is equal to the square of the ratio of similitude
- Equation that states two ratios are equal
- If three or more parallel lines are intersected by two transversals, the transversals are divided ____
Down
- In similar triangles, all corresponding sides are ____
- If a line bisects the angle of a triangle, it divides the opposite sides into segments that are proportional to their ____ side
- In similar triangles, all corresponding angles are ____
- In a proportion, the product of the ____ is equal to the product of the extremes
- Quotient of the first number by the second number
- If a line segment divides two sides of a triangle proportionally, it is ____ to the third side
10 Clues: Equation that states two ratios are equal • Quotient of the first number by the second number • In similar triangles, all corresponding sides are ____ • In similar triangles, all corresponding angles are ____ • The theorem to prove triangle similarity using two congruent angles • In a proportion, the product of the ____ is equal to the product of the extremes • ...
Composition no.8 2013-09-15
Across
- Watered down paint effect, goes from a bright colour to faded
- When you apply colour/pattern to alternative sections
- Patterns or shapes that don’t suit, such as triangles and circles
- A term used to describe several types of “media” put together
- Triangles, circles, squares etc
- Something you apply to your images to decorate them
- Happens to objects/shapes when they move on your page
- Another word for fact
- Term to describe a mirrored image of the original
Down
- Another word for opinion
- Name of the inspirational artist for this project
- If something appears again and again it is…..
- A collection of objects (shapes or patterns) placed together
- Patterns or shapes that go well with each other
- A line that cuts through shapes
- Your shapes …with other shapes on your page
- A way of describing something that’s has several lines
17 Clues: Another word for fact • Another word for opinion • A line that cuts through shapes • Triangles, circles, squares etc • Your shapes …with other shapes on your page • If something appears again and again it is….. • Patterns or shapes that go well with each other • Name of the inspirational artist for this project • Term to describe a mirrored image of the original • ...
Composition no.8 2013-09-15
Across
- Watered down paint effect, goes from a bright colour to faded
- A term used to describe several types of “media” put together
- Your shapes …..with other shapes on your page
- When you apply colour/pattern to alternative sections
- Another word for fact
- Name of the inspirational artist for this project
- A line that cuts through shapes
- Happens to objects/shapes when they move on your page
- Something you apply to your images to decorate them
Down
- A collection of objects (shapes or patterns) placed together
- Another word for opinion
- If something appears again and again it is…..
- Patterns or shapes that don’t suit, such as triangles and circles
- Patterns or shapes that go well with each other
- Term to describe a mirrored image of the original
- Triangles, circles, squares etc
- A way of describing something that’s has several lines
17 Clues: Another word for fact • Another word for opinion • A line that cuts through shapes • Triangles, circles, squares etc • Your shapes …..with other shapes on your page • If something appears again and again it is….. • Patterns or shapes that go well with each other • Name of the inspirational artist for this project • Term to describe a mirrored image of the original • ...
Trigonometry Vocabulary 2015-01-17
Across
- Law Requires all sides or two sides with the corresponding angle
- A branch of Mathematics that use triangles, angles and side lengths
- Law SOHCAHTOA
- When two triangles have the same proportions
- The distance around the area
- When there are two parallel lines and a diagonal the two angles in the same section add to 180
- The opposite of squaring a number
- When two angles are connected at the point and are automatically the same
- When an angle is below the horizontal it is an angle of ___
- an angle bigger than 90 degrees
- When an angle is above the horizontal it is an angle of ___
- The amount of space in a designated space
Down
- an angle smaller than 90 degrees
- A Trigonometric Ratio uses opposite and adjacent sides
- The longest part of a right angled triangle
- When there are two parallel lines and a diagonal the two upper angles are same
- a2+b2=c2
- Given when objects are scaled to find the original side.
- When there are two parallel lines and a diagonal the angle across and bellow the second line is the same as the reference angle
- Part of a shape used to find angles inside a triangle
- If dimensions of a shape can be reduced to the dimensions of another they are ____
- A number multiplied by itself is ___
- a 90 degree angle
- When two triangles are the same with different proportions
- The corner of a shape and adds to 180
- The measurement unit for angles
- Commonly replaced by letters. Unidentified numbers or numbers than can be changed in an equation
- Three sided shape
28 Clues: a2+b2=c2 • Law SOHCAHTOA • a 90 degree angle • Three sided shape • The distance around the area • The measurement unit for angles • an angle bigger than 90 degrees • an angle smaller than 90 degrees • The opposite of squaring a number • A number multiplied by itself is ___ • The corner of a shape and adds to 180 • The amount of space in a designated space • ...
Geometry Vocab 2022-04-20
Across
- Splits in half
- a point equidistant from the ends of a line
- Changing the size of an object without changing its shape
- Side, Side, Side
- Two lines in the coplanar that never intersect
- A type of transformation that takes each point in a figure and slides it the same distance in the same direction
- Chord that passes through the center of the circle and a point on the circle
- the ratio of the measure of the leg opposite the acute angle to the measure of the hypotenuse
- figure that has two congruent circular bases in parallel planes
- Corresponding parts of congruent triangles are congruent
- Parallelogram with consecutive sides congruent
- When corresponding angles of two triangles are equal, then the two triangles are similar
- Flipping an object about a line without changing its size or shape
Down
- If two geometric objects are congruent and you have a statement involving one of them, you can replace the one with the other
- Lying in the same plane
- a three-sided polygon
- Segment that connects two points on the circle
- The act of changing in form or shape or appearance
- The ratio of the measure of the leg opposite the acute angle to the measure of the leg adjacent to the acute angle
- Parallelogram with a right angle
- Two angles whose sum is 90 degrees
- A round three-dimensional closed surface
- Parallelogram with consecutive sides congruent
- When two figures have the same shape but do not necessarily have the same size
- Consists of two points and the continuous part of a circle between them
- Describes the steepness of a line
26 Clues: Splits in half • Side, Side, Side • a three-sided polygon • Lying in the same plane • Parallelogram with a right angle • Describes the steepness of a line • Two angles whose sum is 90 degrees • A round three-dimensional closed surface • a point equidistant from the ends of a line • Segment that connects two points on the circle • Two lines in the coplanar that never intersect • ...
Week 23 Word List 2024-02-05
Across
- insects
- symbol of magic
- six-sides
- bleak and lonely
- four-legged friends
- triple advantage
- intersecting equilateral triangles
- one building three homes
- mythical creature
- star
- 2D figure
Down
- all the same
- quadrangle
- scale with five notes
- shades of gray
- coordinate plane
- swim, bike, run
- three-sided polygon
- three-legged stand
- 3D
20 Clues: 3D • star • insects • six-sides • 2D figure • quadrangle • all the same • shades of gray • symbol of magic • swim, bike, run • coordinate plane • bleak and lonely • triple advantage • mythical creature • three-legged stand • four-legged friends • three-sided polygon • scale with five notes • one building three homes • intersecting equilateral triangles
Angles et Triangles 2013-01-15
Across
- Outil de Géométrie qui permet de construire une droite perpendiculaire
- Triangle dont au moins 2 côtés sont de même longueur
- Angle qui mesure 180°
- Angles dont la somme est de 180°
- Triangle dont 1 angle est un angle obtus
- Triangle dont 1 angle est un angle droit
- Angle qui mesure 90°
Down
- Outil de Géométrie qui permet de mesurer la longueur de segments
- Triangle dont les 3 côtés sont de même longueur
- Triangle dont les 3 côtés sont de longueurs différentes
- Angle qui mesure 0°
- Triangle dont les 3 angles sont des angles aigus
- Outil de Géométrie qui permet de mesurer et construire des angles
- Angle qui mesure entre 0° et 90°
- Angle qui mesure entre 90° et 180°
15 Clues: Angle qui mesure 0° • Angle qui mesure 90° • Angle qui mesure 180° • Angles dont la somme est de 180° • Angle qui mesure entre 0° et 90° • Angle qui mesure entre 90° et 180° • Triangle dont 1 angle est un angle obtus • Triangle dont 1 angle est un angle droit • Triangle dont les 3 côtés sont de même longueur • Triangle dont les 3 angles sont des angles aigus • ...
angles and triangles 2020-03-11
Across
- how may degrees are in a complementary angle
- A triangle with no equal sides
- what is it called when you do a circle on a skateboard
- one angle in the _______ triangle is 90 degrees
- A angle greater than 90 degrees
- an equilateral triangle has all _______ angles
- what is the complementary angle of thirty five
Down
- All angles in an equilateral triangle are ______ degrees
- A triangle with two equal sides
- A triangle with all equal sides
- how many degrees are in a straight angle
- When all something has all equal angles
- what is a supplementary angle of eighty five
- how may degrees are in supplementary and complementary angles combined
- A triangle that can only be drawn one way is called a _______ triangle
15 Clues: A triangle with no equal sides • A triangle with two equal sides • A triangle with all equal sides • A angle greater than 90 degrees • When all something has all equal angles • how many degrees are in a straight angle • how may degrees are in a complementary angle • what is a supplementary angle of eighty five • an equilateral triangle has all _______ angles • ...
