triangles Crossword Puzzles
la comida 2020-04-23
Across
- its white and is a oval
- comes from a bird that can't fly and is a thanksgiving icon
- this is a essential on a burger
- a breakfast food you spread butter on
- A meat that comes from a animal usually on a farm and is black and white
- something that swims in the water
- comes from a fish with the first letter being s
- comes from a pig has 3 letters and starts with a H in english
Down
- it is healthy and isn't a vegetable
- something from a aniaml that is usually pink and on a farm
- comes from a bird that you usually have on a farm
- filled with vegetables
- looks like a hot dog and you usually have it for breakfast
- a animal that is red or blue and has claws
- this has usually any meat cheese and lettuce
- a food that is cut into triangles and you put toppings on it
16 Clues: filled with vegetables • its white and is a oval • this is a essential on a burger • something that swims in the water • it is healthy and isn't a vegetable • a breakfast food you spread butter on • a animal that is red or blue and has claws • this has usually any meat cheese and lettuce • comes from a fish with the first letter being s • ...
Elements of Art 2025-03-25
Across
- This is created when light hits an object... it lets us see the _____of an object.
- These can be geometric, Mathematical or can be identified by name.
- When a colour is mixed with white.
- This ranges from black to white when working with value.
- This element of art is a point (or dot) moving through space to create a shape.
- This element refers to the areas around, between or occupied by a subject.
- Can be either implied or real (Tactile)
- These colours are created when you mix primary colours together.
Down
- A point in motion.
- This element of art is considered to carry volume.
- Two dimensional objects that are drawn (E.g. circles, squares, triangles)
- This term is interchangeable with "colour".
- When a colour is mixed with black.
- These are the 3 colours needed to create all the other colours.
- Defined as the lightness or darkness of an abject or colours.
- A Japanese artform involving the use of black and white
- A common tool used for sketching portraits, landscapes, still life etc.
17 Clues: A point in motion. • When a colour is mixed with black. • When a colour is mixed with white. • Can be either implied or real (Tactile) • This term is interchangeable with "colour". • This element of art is considered to carry volume. • A Japanese artform involving the use of black and white • This ranges from black to white when working with value. • ...
Module 1-6 2022-12-13
Across
- Must be at least sixteen years an ___ months to obtain a learners permit.
- all front seat passengers ____ wear safety belts in vehicles.
- used as a warning device only.
- Must be at least sixteen years and _____ months to obtain a license.
- Must wear a dot approved ______ to drive a moped.
- When making a left turn be prepared to stop or _____.
- _____ vision allows you to read/see details.
- A curve in one direction with a second curve in the opposite directions.
- Parking up on a hill with a curb facing upward turn your steering wheel ____ from the curb.
Down
- Road surface(wet,snow.ice,gravel) ________ risk of crash.
- Mopeds/scooters cannot drive on roads with speed limits higher than ______-____.
- An average of _______ teenagers are killed in crashed every day.
- _________ painted on pavement show you must yield.
- Speed affects vision by giving drivers less ____ to see and react.
- roundabout- a ________ intersection controlled by yield signs.
- If steering control is lost, the vehicle skids in a ________ line wherever its going.
16 Clues: used as a warning device only. • _____ vision allows you to read/see details. • Must wear a dot approved ______ to drive a moped. • _________ painted on pavement show you must yield. • When making a left turn be prepared to stop or _____. • Road surface(wet,snow.ice,gravel) ________ risk of crash. • all front seat passengers ____ wear safety belts in vehicles. • ...
POLYGONS CROSSWORD PUZZLE 2020-10-13
5 Clues: Eight-sided polygon. • (n-2)×180° is the sum of ___ angles. • How many triangles are their in a quadrilateral ? • A straight line joining joining two opposite corners of polygons. • How many diagonals can be drawn from a vertex to opposite vertices of a pentagon?
Math Vocab 2025-03-17
Across
- the amount of space inside a two-dimensional shape or surface
- two angles who's measures have a sum of 180 degrees
- the distance around a circle
- one-half of a circle
- the point inside a circle that is the same distance from all point on the circle
- the set of all points in a plane that are the same distance from the center
- the distance from the center of a circle to any point on the circle
- two angles that share a common side
Down
- a figure made up of triangles, squares, rectangles, and other two dimensional figures
- total length around the outside of a shape
- opposite angles formed by the intersection of two lines
- two angles who's measures have a sum of 90 degrees
- the distance across a circle through the center
13 Clues: one-half of a circle • the distance around a circle • two angles that share a common side • total length around the outside of a shape • the distance across a circle through the center • two angles who's measures have a sum of 90 degrees • two angles who's measures have a sum of 180 degrees • opposite angles formed by the intersection of two lines • ...
HOLIDAY HOMEWORK (MATHS) NO.2 2020-06-04
Across
- ,A polynomial with two terms
- ,A point where two or more straight lines meet
- ,the longest side of a right triangle , opposite the right triangle
Down
- property ,when a factor is multiplied by the sum/ difference of two numbers,you can multiply each two numbers by the factor and then add/ subtract the products
- PARTS ,'sides and angles' that are images of each other will be equal if the two triangles are congruent.
- terms ,Terms that have the same variable parts
- ,Lines or planes that never intersect
- ,Distance around the outside
8 Clues: ,A polynomial with two terms • ,Distance around the outside • ,Lines or planes that never intersect • terms ,Terms that have the same variable parts • ,A point where two or more straight lines meet • ,the longest side of a right triangle , opposite the right triangle • ...
Hola Mexico! 2023-10-16
Across
- _____ climbing, a challenging outdoor sport that involves scaling cliffs and rocky surfaces
- _______ parks, protected areas where nature is preserved and wildlife is conserved
- the form of money used in a particular country, like the peso or the baht
Down
- Ancient structures in Egypt and Mexico, often in the shape of triangles
- an outdoor activity that involves paddling a small watercraft
- largest rainforest/jungle in the world, located in South America
- the way of life, beliefs, and customs of a particular group of people
- Mt. ________, world's tallest mountain, also known as the "Roof of the World."
8 Clues: an outdoor activity that involves paddling a small watercraft • largest rainforest/jungle in the world, located in South America • the way of life, beliefs, and customs of a particular group of people • Ancient structures in Egypt and Mexico, often in the shape of triangles • the form of money used in a particular country, like the peso or the baht • ...
Science - Chapter 5 Vocabulary 2021-03-04
Across
- Effect of all the internal and external forces acting on a structure over time (hint: structural...)
- Long beams in the shape of hollow rectangular prisms
- When the flaws are serious, manufacturers use a product ____.
- A curved structure that can support a lot of weight
- The point at which a body's mass is concentrated
- A rigid framework of beams joined together.
- A flat structure that is supported at each end.
- When a sheet is shaped into a series of pleats or triangles
Down
- A balanced arrangement on opposite sides of a structure
- The breakdown of a structure due to the internal and external forces acting on it (hint: structural...)
- A model used to test and evaluate a design
- A sold structure that can stand by itself.
- Permanent changes to a structure due to the internal and external forces acting on it (hint: structural ...)
- A flat structure that is supported only at one end
14 Clues: A model used to test and evaluate a design • A sold structure that can stand by itself. • A rigid framework of beams joined together. • A flat structure that is supported at each end. • The point at which a body's mass is concentrated • A flat structure that is supported only at one end • A curved structure that can support a lot of weight • ...
TRIGONOMETRY TERMINOLOGY 2020-06-23
Across
- WHO FIRST USED THE IDEA OF ‘SINE’ THE WAY WE USE TODAY?
- THE TRIGONOMETRIC RATIO THAT USES THE OPPOSITE AND ADJACENT
- THE NAME GIVEN TO THE SIDE OF A TRIANGLE THAT IS ACROSS FROM THE ANGLE
- WHO FIRST USED THE ABBREVIATION OF ‘SIN’?
- BRANCH OF MATHEMATIC DEALING WITH RELATIONS OF THE SIDES AND ANGLES OF TRIANGLES AND WITH THE RELEVANT FUNCTION OF ANY ANGLES
- LOOKING UP TO SOMETHING GIVES AN ANGLE OF _______
Down
- THE NAME GIVEN TO THE LONGEST SIDE OF A TRIANGLE
- THE NAME GIVEN TO THE SIDE OF A TRIANGLE THAT IS NEXT TO THE ANGLE
- WHICH FAMOUS BOOK DID ARYABHATTA WRITE ON TRIGONOMETRY?
- THE NAME OF THE SYMBOL USED TO INDICATE AN ANGLE. STARTS WITH T
- THE TOP MOST DIRECTION ON A COMPASS
- THE TRIGONOMETRIC RATIO THAT USES THE OPPOSITE AND HYPOTENUSE
- THE TRIGONOMETRIC RATIO THAT USES THE ADJACENT AND HYPOTENUSE
- LOOKING DOWN AT SOMETHING GIVES AN ANGLE OF _______
14 Clues: THE TOP MOST DIRECTION ON A COMPASS • WHO FIRST USED THE ABBREVIATION OF ‘SIN’? • THE NAME GIVEN TO THE LONGEST SIDE OF A TRIANGLE • LOOKING UP TO SOMETHING GIVES AN ANGLE OF _______ • LOOKING DOWN AT SOMETHING GIVES AN ANGLE OF _______ • WHICH FAMOUS BOOK DID ARYABHATTA WRITE ON TRIGONOMETRY? • WHO FIRST USED THE IDEA OF ‘SINE’ THE WAY WE USE TODAY? • ...
Triangles and Symmetry 2023-09-25
5 Clues: A triangle with all equal sides • A triangle with two equal sides • The number of lines of symmetry for 3 • The number of lines of symmetry for 2 • A triangle with zero lines of symmetry
General Carpentry Terms 2023-11-08
Across
- when wood deforms due to moisture
- Tool used to check and mark right angles
- roof supports which are often pre-fabricated and can be used instead of rafters; often uses triangles
- Tool used to mark guide holes
- a vertical element which helps to carry the weight of the structure
- Parallel pieces of lumber used to support a floor
Down
- bird-related term describes a connection made by interlocking sloping pins on two pieces of wood
- term used when an opening, such as a ceiling, is higher than normal
- When a line or surface is completely vertical
- a measuring device with a standard length of 3 feet
- when carpenters drive fasteners at an angle to join pieces of lumber
- A load-bearing piece of lumber placed above an opening
12 Clues: Tool used to mark guide holes • when wood deforms due to moisture • Tool used to check and mark right angles • When a line or surface is completely vertical • Parallel pieces of lumber used to support a floor • a measuring device with a standard length of 3 feet • A load-bearing piece of lumber placed above an opening • ...
Chapter 9 math Vocab 2024-02-15
Across
- Two angles that have opposite angles formed by the intersection of two lines.
- Two angles that share a common side and have the same vertex.
- The distance around the boundary of a circle.
- Is made up of triangles, squares, rectangles, semicircles, and other two-dimensional figures.
- One half of a circle.
Down
- Two angles that have a sum of 180 degrees.
- The mathematical constant that is the ratio of a circle's circumference to its diameter.
- Two angles that have a sum of 90 degrees.
- The middle point in a circle.
- The distance from the center to any point on the circle.
- The distance across the circle through the center.
- The set of all points in a plane that are the same distance away from the center.
12 Clues: One half of a circle. • The middle point in a circle. • Two angles that have a sum of 90 degrees. • Two angles that have a sum of 180 degrees. • The distance around the boundary of a circle. • The distance across the circle through the center. • The distance from the center to any point on the circle. • Two angles that share a common side and have the same vertex. • ...
IM Vocab 1 2022-08-17
Across
- What features help you ___ polyhedra from other figures?
- Ask your partner questions that will help them ___ their explanation.
- Which change in design most ___ the amount of fabric needed for the tent?
- Which ___ does a better job showing how the recipe is put together?
- Which basket has the greater ___ of fruit?
- The dashed segments in these drawings represent the ___ height for a given base.
- Sports drinks use sodium (salt) to help people ___ electrolytes after sweating.
Down
- Length is a one-dimensional ___ of a geometric figure.
- Show your reasoning and provide mathematical ___
- The teacher plans ___ and orders a total of 85 tickets.
- We can ___ the parallelogram and then subtract the area of the two triangles in the corner.
- Your task is to design a tent to ___ up to four people.
12 Clues: Which basket has the greater ___ of fruit? • Show your reasoning and provide mathematical ___ • Length is a one-dimensional ___ of a geometric figure. • The teacher plans ___ and orders a total of 85 tickets. • Your task is to design a tent to ___ up to four people. • What features help you ___ polyhedra from other figures? • ...
chahat's crossword 2024-11-07
Across
- IF IN TWO TRIANGLES ,THE [] ANGLES ARE EQUAL AND THEIR THEIR CORRESPONDING SIDES ARE IN EQUAL RATIOS THEN THE TRIANGLE IS SIMILAR
- A POLYNOMIAL OF A DEGREE 1
- A LINE WHICH INTERSECTS AT TWO POINTS
- THE PERIMETER OF A CIRCLE
- NUMBERS THAT START WITH A ZERO TO FORM A COLLECTION
Down
- THE TANGENT TO ANY POINT OF A CIRLCE -IS TO THE RADIUS THROUGH THE POINT OF CONTACT
- A LINE SEGMENT JOINING THE CENTRE OF A CIRLCE AND A POINT ON THE CIRLCE
- THE OBJECTS HAVING DEFINITE SHAPE AND SIZE
- A CERTAIN VALUE REPRESENTATIVE OF THW WHOLE DATA
- CENTRAL TENDENCY WHICH GIVES VALUE OF THE MIDDLE MOST DATA
- TRIANGLE IN WHICH ALL SIDES ARE EQUAL
- CONCEPT WHICH NUMERICALLY MEASURES THE DEGREE OF THEE CERTAINTY OF THE OCCURENCE OF EVENTS
12 Clues: THE PERIMETER OF A CIRCLE • A POLYNOMIAL OF A DEGREE 1 • A LINE WHICH INTERSECTS AT TWO POINTS • TRIANGLE IN WHICH ALL SIDES ARE EQUAL • THE OBJECTS HAVING DEFINITE SHAPE AND SIZE • A CERTAIN VALUE REPRESENTATIVE OF THW WHOLE DATA • NUMBERS THAT START WITH A ZERO TO FORM A COLLECTION • CENTRAL TENDENCY WHICH GIVES VALUE OF THE MIDDLE MOST DATA • ...
PROVING TRIANGLES CONGRUENCE 2022-03-17
5 Clues: angle between two sides • a property states that a = a • angles formed by 2 intersecting lines • divides an angle into 2 congruent parts • a line dividing something into 2 equal parts
Cliffdale Value Triangles 2024-03-19
Angles and Triangles 2023-06-01
5 Clues: Two angles whos sum is 90 degrees • Pairs of angles formed by two intersecting lines • In what triangle can we use the pythagorean theorem? • The sum of ____ angles of a triangle is always 180 degrees • An angle is formed by two rays with a common endpoint called the...
COSSOS GEOMÈTRICS-G1 2017-11-13
Across
- És un cos geomètric limitat per un cercle, que és la base, una superfície lateral corba i un vèrtex.
- Són els costats dels rectangles o dels quadrats que formen les
- Un políedre regular de 20 cares que són triangles equilàters.
Down
- lateral corba.
- És el cos geomètric limitat per dues bases que són cercles i una
- les arestes laterals són perpendiculars a les bases i les cares laterals són rectangles o quadrats.
- laterals.
- És la longitud del costat oposat a l’eix, o el costat que genera la superfície lateral del cilindre.
8 Clues: laterals. • lateral corba. • Un políedre regular de 20 cares que són triangles equilàters. • Són els costats dels rectangles o dels quadrats que formen les • És el cos geomètric limitat per dues bases que són cercles i una • les arestes laterals són perpendiculars a les bases i les cares laterals són rectangles o quadrats. • ...
amusement-park 2020-12-21
Across
- ______used in structures of rides make them strong and stiff to support heavy weights
- A potter applies force with his hands to change the _____ of pot
- Striking an empty glass makes a ___ pitched sound
- To win an arm wrestling match forces are ______
Down
- Seat belt in swing stops you from falling by making the force ________
- Effects of _______ can be seen when you sit on springer ride
- To balance a seesaw multiplication of _____ and its distance from center for both sides must be equal
- Striking an full filled glass makes a ____ pitched sound
8 Clues: To win an arm wrestling match forces are ______ • Striking an empty glass makes a ___ pitched sound • Striking an full filled glass makes a ____ pitched sound • Effects of _______ can be seen when you sit on springer ride • A potter applies force with his hands to change the _____ of pot • Seat belt in swing stops you from falling by making the force ________ • ...
GoMath Chapter 10 Vocabulary 2024-03-01
Across
- A figure that is made up of two or more simpler figures, such as triangles and quadrilaterals
- A polygon in which all sides are congruent and all angles are congruent
- A closed plane figure formed by three or more line segments
- A quadrilateral with exactly one pair of parallel sides
- A quadrilateral whose opposite sides are parallel and congruent
Down
- Having the same size and shape
- A polygon with four sides and four angles
- The number of square units needed to cover a surface without any gaps or overlaps
8 Clues: Having the same size and shape • A polygon with four sides and four angles • A quadrilateral with exactly one pair of parallel sides • A closed plane figure formed by three or more line segments • A quadrilateral whose opposite sides are parallel and congruent • A polygon in which all sides are congruent and all angles are congruent • ...
Congruent Triangle 2023-03-11
Across
- is a point on a polygon where the sides or edges of the object meet or where two rays or line segments meet.
- formed when two straight lines or rays meet at a common endpoint.
- Corresponding Parts of Congruent Triangles are Congruent.
- means exactly equal shape and size.
- what does this symbol means ≅?
Down
- angle is an angle that is exactly equal to 90 degrees.
- is the division of something into two equal or congruent parts, usually by a line.
- is a polygon with three edges and three vertices.
- what does this symbol means ↔?
9 Clues: what does this symbol means ↔? • what does this symbol means ≅? • means exactly equal shape and size. • is a polygon with three edges and three vertices. • angle is an angle that is exactly equal to 90 degrees. • Corresponding Parts of Congruent Triangles are Congruent. • formed when two straight lines or rays meet at a common endpoint. • ...
Mensuration 2013-01-27
5 Clues: six faces • The surface area is 2(lb+lh+bh) • Radius of the cross- section is called radius of the ______ • we can find the area of the polygon by splitting it into_____ • two plane ends are parallel and are known as _____ of the cylinder.
Geometry vocabulary 2020-12-16
Across
- 2D figure of geometry which has 4 angles.
- 3D figure of geometry which consists of 6 squares.
- 3D figure of geometry which has a circular base and a
- 3D figure of geometry that consists of 2 triangles and 3 rectangles.
- Part of a triangle or an other figure which has the the same signification that a side.
- Straight line segment both endpoints of which lie on the circumference of a circle.
Down
- 3D figure of geometry which consists of 2 squares and 4 rectangles.
- Longest side of a triangle.
- Name of the line which is a part of a triangle.
- 2D figure which has 4 angles and only 2 parallel straight lines.
- 3D figure of geometry which is like a tube.
11 Clues: Longest side of a triangle. • 2D figure of geometry which has 4 angles. • 3D figure of geometry which is like a tube. • Name of the line which is a part of a triangle. • 3D figure of geometry which consists of 6 squares. • 3D figure of geometry which has a circular base and a • 2D figure which has 4 angles and only 2 parallel straight lines. • ...
How well do you know the fam? 2021-06-17
Across
- my favorite late night host who's set I have visited.
- the name of my polar bear stuffed animal
- you, me, and mom love this chocolate bar that has pieces shaped like triangles that easily break off.
- what movie franchise have we all seen every movie from? (some we have seen multiple times)
Down
- who makes jonathan's favorite homemade pasta?
- the name of Jonathan's first stuffed animal teddy bear
- Jonathan often stays up late to watch this comedy central show come on at 10pm. (2 words)
- who is my favorite musical artist at the moment? (2 words)
- what is mom's favorite candy?
- out of the rhett and link duo, who do I relate to the most?
- One of mom's favorite movies, titled "when ____ met sally."
11 Clues: what is mom's favorite candy? • the name of my polar bear stuffed animal • who makes jonathan's favorite homemade pasta? • my favorite late night host who's set I have visited. • the name of Jonathan's first stuffed animal teddy bear • who is my favorite musical artist at the moment? (2 words) • out of the rhett and link duo, who do I relate to the most? • ...
Chapter 11 Vocabulary 2022-04-25
Across
- the amount of space that a 3D figure contains
- the faces on the top and bottom of a 3D figure
- the flat surface of a 3D figure
- the point of intersection of edges in a 3D figure
- a 3D figure that has two parallel and congruent bases
- a solid figure that has a polygon for a base and triangles for sides
Down
- a 3D figure with curved surfaces, a circular base, and one vertex
- the sum of the areas of all the surfaces of a 3D
- the intersection of faces of a 3D figure
- a 3d figure with all curved surfaces and two circular bases
- a 3D figure that is the set of all the points are the same distance from the center
11 Clues: the flat surface of a 3D figure • the intersection of faces of a 3D figure • the amount of space that a 3D figure contains • the faces on the top and bottom of a 3D figure • the sum of the areas of all the surfaces of a 3D • the point of intersection of edges in a 3D figure • a 3D figure that has two parallel and congruent bases • ...
Math MA 2024-11-07
Across
- All _ triangles are similar.
- 2 , 3 , 5 and, in general, p is
- _0° = 1.
- is a series that advances in a logical and predictable pattern.
- Each of the numbers in the list is called.
- a straight line or plane that touches a curve or curved surface at only one point.
- an algebraic expression which has two or more algebraic terms.
Down
- A pair of linear equations in two variables, which has a solution, is called a _ pair of linear equation
- The angle between the direction of incident ray and the emergent ray, is called the Angle of ??
- The distance of a point from the y-axis is called its
- is the part of the quadratic formula underneath the square root symbol: b²-4ac
11 Clues: _0° = 1. • All _ triangles are similar. • 2 , 3 , 5 and, in general, p is • Each of the numbers in the list is called. • The distance of a point from the y-axis is called its • an algebraic expression which has two or more algebraic terms. • is a series that advances in a logical and predictable pattern. • ...
Triangle Review 2019-03-05
Across
- A triangle with NO congruent sides
- to overcome something
- A triangle with ONLY acute angles
- A pair of a supplementary angle
- A triangle with ONE obtuse angle
- Goes through a side of a triangle and is perpendicular to that side all of these in a triangle meet at the circumcenter
- Comes out of a vertex and is perpendicular to the opposite side, all of these in a triangle meet at the orthocenter
Down
- A triangle with 2 congruent sides
- Goes through the vertex and midpoint of a triangles leg all of these in a triangle meet at the centroid
- some people take a ____ test
- 2 congruent angles formed at an X crossing
- any 3 lines that intersect at the point of concurrency
- Divides an angle into 2 congruent parts all of these in a triangle meet at the incenter
- A segment connecting the 2 midpoints of a triangle
- A incenter is ____ from each side of a triangle
- Destroyed the dinosaurs millions of years ago
16 Clues: to overcome something • some people take a ____ test • A pair of a supplementary angle • A triangle with ONE obtuse angle • A triangle with 2 congruent sides • A triangle with ONLY acute angles • A triangle with NO congruent sides • 2 congruent angles formed at an X crossing • Destroyed the dinosaurs millions of years ago • A incenter is ____ from each side of a triangle • ...
GEOMETRY 2013-11-22
Across
- Corresponding parts of congruent triangles are congruent
- The line that divides something into two equal parts
- Any polygon with ten sides and ten angles
- The process of arriving at a conclusion based on a set of observations
- Less than 90 degrees
- Two congruent angles, both lying on the same side of the transversal
- A 4-sided flat shape with straight sides where opposite sides are parallel
Down
- The if & then parts of a sentence are switched
- Triangle with all three sides of equal length
- Has a common side and a common vertex
- Adds up to 180°
- A line with a start point but no end point
- Lines that are at right angles
- An example that is used to disprove a statement
- Congruent statement that if the three sides of one triangle have the same lengths then they are congruent
- a segment connecting any vertex of a triangle to the midpoint of the opposite side
16 Clues: Adds up to 180° • Less than 90 degrees • Lines that are at right angles • Has a common side and a common vertex • Any polygon with ten sides and ten angles • A line with a start point but no end point • Triangle with all three sides of equal length • The if & then parts of a sentence are switched • An example that is used to disprove a statement • ...
2022 in Math Terms 2022-05-18
Across
- They make this in paper form... It's like horizontal and vertical lines that intersect?
- CDs, DVDs, and Frisbees can be Called This
- What "u" Call it When the Teacher is Gone for the Day and Temporarily Replaced
- How'd we Find the Missing Triangle Measurements? With the Pythagorean ______
- What did Einstein Say that One Time? E=MC....?
- During Quizzes, My Brain Gets Overwhelmed and Struggles to _____
- No, this isn't Referring to Someone who Cleans Things
- Gloria Pauwels Lost Ten Points on an Assignment for Not Putting the ___ of 2D Shapes on a Graph
- Do I use Too Many of These, or Too Few? The World May Never Know.
Down
- Those Weren't "Left" Triangles!
- The Word "Math" is a _____ of "Mathematics"
- Unfortunately, we Didn't Eat this in Class on March 14th
- GoGuardian Closes Everything but this When We're Taking a Quiz
- An ____ Part of our Learning this Year
- Gloria also Forgot to put the ___ of 3D Shapes on a Graph
- You can Either ____ a Negative, or Add a Positive
16 Clues: Those Weren't "Left" Triangles! • An ____ Part of our Learning this Year • CDs, DVDs, and Frisbees can be Called This • The Word "Math" is a _____ of "Mathematics" • What did Einstein Say that One Time? E=MC....? • You can Either ____ a Negative, or Add a Positive • No, this isn't Referring to Someone who Cleans Things • ...
Unit 7 Vocab 2024-08-15
Across
- Angles that have a common side and a common vertex
- Two angles whose sum is 90 degrees
- Angles between 2 lines and on opposite sides of a transversal
- Lines in the same plane that never intersect
- Angles that have the same measure
- The measure of an exterior angle of a triangle is equal to the sum of the measures of the two nonadjacent interior angles
- The interior angles of a triangle add up to 180 degrees
Down
- Two angles whose sum is 180 degrees
- A line that intersects two parallel lines
- Triangles in which corresponding angles are equal in measure and corresponding sides are in proportion
- Angles in the same place on different lines
- A pair of opposite congruent angles formed by intersecting lines
- The common endpoint of an angle
- Angles that lie outside a pair of lines and on opposite sides of a transversal
- An angle that measures 90 degrees
- An equation stating that two ratios are equal
16 Clues: The common endpoint of an angle • An angle that measures 90 degrees • Angles that have the same measure • Two angles whose sum is 90 degrees • Two angles whose sum is 180 degrees • A line that intersects two parallel lines • Angles in the same place on different lines • Lines in the same plane that never intersect • An equation stating that two ratios are equal • ...
MATHS CROSSWARD 2023-10-29
Across
- In equation, y = mx+c, m is:
- The boundaries of solid are called:
- There are ________ number of Euclid’s Postulates
- The section formed by horizontal and vertical lines determining the position of the point in a cartesian plane.
- The diagonals of a parallelogram
- How many zeroes does a linear polynomial have?
- points Three or more points that lie on the same line.
- Plane The other name of co-ordinate plane
Down
- number A whole number that is not a prime number and has more than two factors.
- zero of the polynomial is also known as _________ of the polynomials.
- For two triangles, if two angles and the included side of one triangle are equal to two angles and the included side of another triangle. Then the congruency rule is:
- Every square can be a
- solution 3x+10 = 0 will have:
- triangle A triangle in which two sides are equal is called:
- Rays that make an angle.
- number Every rational number is a
16 Clues: Every square can be a • Rays that make an angle. • In equation, y = mx+c, m is: • solution 3x+10 = 0 will have: • The diagonals of a parallelogram • number Every rational number is a • The boundaries of solid are called: • Plane The other name of co-ordinate plane • How many zeroes does a linear polynomial have? • There are ________ number of Euclid’s Postulates • ...
Morphology Crossword 2025-12-04
Across
- The common element in "decade," "decimal," and "December" (originally the 10th month)
- Attach this to "dermic" to mean under the skin
- Add this to make "negative" or show there's nothing in "neglect"
- The common element in "pentagon," "hexagon," and "octagon"
- Add "trans" before this to move across, or "re" to mention again
- What "scope," "phone," and "wave" all share when they're tiny
- Attach this to "mural" to mean within the walls
- Attach this to "function" to mean working badly
Down
- Remove this from "archbishop" to find a bishop
- Remove this from "metamorphosis" to stop the transformation
- Found in "dynamic" and "dynasty," this means power
- What's missing? "___ + eval" = a time period in the middle ages
- Add this to "pro" to launch forward or to "re" to refuse
- Found in "geography," "geology," and "geometry" - all about Earth
- This root lets you do things by hand, like in "manual" and "manufacture"
- This prefix means equal, like in "isosceles" triangles
16 Clues: Remove this from "archbishop" to find a bishop • Attach this to "dermic" to mean under the skin • Attach this to "mural" to mean within the walls • Attach this to "function" to mean working badly • Found in "dynamic" and "dynasty," this means power • This prefix means equal, like in "isosceles" triangles • Add this to "pro" to launch forward or to "re" to refuse • ...
6.0 Worksheet - Essentials 3 2026-01-06
Across
- The trig ratio that uses Adjacent and Hypotenuse...
- An angle that is greater than 90 degrees and less than 180 degrees...
- Base times Height divided by 2 gives the ____ of a triangle.
- An angle that is exactly 90 degrees is called a ______ angle.
- The longest side of a Right Triangle is called the...?
- To find a missing angle of a Right Triangle you have to use the _____ trig ratio.
- A 3-sided shape is called a...
- The trig ratio that uses Opposite and Hypotenuse...
- Lines that will never cross each other are called...
Down
- The trig ratio that uses Opposite and Adjacent
- The name of a triangle with no equal sides
- The name of a triangle with 2 equal sides...
- The name of a triangle with all 3 equal sides...
- Right triangles use the _____ Theorem (a^2+b^2=c^2)
- An angle that is less than 90 degrees is called an ______ angle.
- An angle that is exactly 180 degrees is called...
16 Clues: A 3-sided shape is called a... • The name of a triangle with no equal sides • The name of a triangle with 2 equal sides... • The trig ratio that uses Opposite and Adjacent • The name of a triangle with all 3 equal sides... • An angle that is exactly 180 degrees is called... • The trig ratio that uses Adjacent and Hypotenuse... • ...
Grade 9 Maths Terms Crossword 2024-10-01
Across
- If three or more points lie on the same line, they are called ___
- A number that cannot be written in the form p/q, where p and q are integers and q ≠ 0.
- 4πr² is the formula for the Surface Area of a ___.
- Two figures are ___, if they are of the same shape and of the same size.
- A quadrilateral in which both pairs of opposite sides are parallel.
- A line that passes through two lines at two distinct points.
- 'S' in Heron's formula stands for ___.
- The point where the lines representing two linear equations intersect
Down
- A ___ of a parallelogram divides it into two congruent triangles.
- πr(l + r)is the formula for the Total Surface Area of a ___.
- A polynomial of degree two.
- Two angles whose sum is 90°
- Two circles of the same ___ are congruent.
- Y coordinate
- The Cartesian system is named after this French mathematician
- Four divisions of the coordinate plane
16 Clues: Y coordinate • A polynomial of degree two. • Two angles whose sum is 90° • Four divisions of the coordinate plane • 'S' in Heron's formula stands for ___. • Two circles of the same ___ are congruent. • 4πr² is the formula for the Surface Area of a ___. • πr(l + r)is the formula for the Total Surface Area of a ___. • ...
8th Grade Math Review Vocabulary 2026-05-12
Across
- A value that does not change.
- A letter or symbol that represents an unknown number.
- Pair Two numbers used to locate a point on a graph.
- A number showing how many times a base is multiplied by itself.
- Equation An equation that forms a straight line when graphed.
- The likelihood that an event will happen.
- A rule used to find side lengths in right triangles.
- A number that can be written as a fraction.
- Plane A graph formed by an x-axis and a y-axis.
Down
- A relationship where each input has exactly one output.
- A number that, when multiplied by itself, equals a given number.
- A whole number that can be positive, negative, or zero.
- A number multiplied by a variable in an algebraic expression.
- A combination of numbers, variables, and operations without an equal sign.
- A number that cannot be written as a simple fraction and has a nonrepeating decimal.
- A mathematical statement showing that two expressions are equal.
16 Clues: A value that does not change. • The likelihood that an event will happen. • A number that can be written as a fraction. • Plane A graph formed by an x-axis and a y-axis. • Pair Two numbers used to locate a point on a graph. • A rule used to find side lengths in right triangles. • A letter or symbol that represents an unknown number. • ...
8th Grade Math Review Vocabulary 2026-05-12
Across
- An equation that forms a straight line when graphed.
- A number that cannot be written as a simple fraction and has a nonrepeating decimal.
- A graph formed by an x-axis and a y-axis.
- A number that can be written as a fraction.
- A number multiplied by a variable in an algebraic expression.
- A number that, when multiplied by itself, equals a given number.
- A number showing how many times a base is multiplied by itself.
Down
- The likelihood that an event will happen.
- A rule used to find side lengths in right triangles.
- A relationship where each input has exactly one output.
- A combination of numbers, variables, and operations without an equal sign.
- A letter or symbol that represents an unknown number.
- A mathematical statement showing that two expressions are equal.
- A value that does not change.
- Pair Two numbers used to locate a point on a graph.
- A whole number that can be positive, negative, or zero.
16 Clues: A value that does not change. • The likelihood that an event will happen. • A graph formed by an x-axis and a y-axis. • A number that can be written as a fraction. • Pair Two numbers used to locate a point on a graph. • An equation that forms a straight line when graphed. • A rule used to find side lengths in right triangles. • ...
Chapter 13 2019-11-11
Across
- a template that you can cut and fold to make a model of a three-dimensional object
- a three-dimensional object made up of four triangular faces
- the flat surface of a three-dimensional object
- a ball, for example
- a box that has six faces, for example
- a three-dimensional object where the base is a polygon and the sides are triangles that meet at the apex
Down
- a three-dimensional object with two circular faces connected by a curved face.
- a straight or curved line where two faces meet
- the point or corner where three or more faces meet
- shapes a polygon where at least one side or shape is different from the other sides or angles
10 Clues: a ball, for example • a box that has six faces, for example • a straight or curved line where two faces meet • the flat surface of a three-dimensional object • the point or corner where three or more faces meet • a three-dimensional object made up of four triangular faces • a three-dimensional object with two circular faces connected by a curved face. • ...
Trigonometry 2023-08-20
Across
- The ratio of the adjacent side to the hypotenuse in a right triangle.
- Ancient Indian mathematician who gave the concept of sine.
- The length of the side opposite the right angle in a right triangle.
- The ratio of the opposite side to the adjacent side in a right triangle.
Down
- Branch of mathematics that deals with the relationships between angles and sides of triangles.
- The reciprocal of the tangent function.
- The reciprocal of the cosine function.
- The measure of the central angle that forms an arc with a length equal to the radius.
- The reciprocal of the sine function.
- The ratio of the opposite side to the hypotenuse in a right triangle.
10 Clues: The reciprocal of the sine function. • The reciprocal of the cosine function. • The reciprocal of the tangent function. • Ancient Indian mathematician who gave the concept of sine. • The length of the side opposite the right angle in a right triangle. • The ratio of the adjacent side to the hypotenuse in a right triangle. • ...
Maths MA 2023-10-14
Across
- An equation involving trigonometric ratios of an angle are called a
- The tangent to a circle is ___________ perpendicular to the radius through the point of contact.
- All ________ triangles are similar.
- the list of numbers in which each term is obtained by adding a fixed number d to the preceding term, except the first term is known as
- the expression b2−4ac is called the
- Who is the famous Greek mathematician gave an important truth relating to two equiangular triangle.
Down
- Sec 90degree
- A line that intersects the circle at only one point is called
- The line drawn from the eye of an observer.
- the last term of AP is called the
10 Clues: Sec 90degree • the last term of AP is called the • All ________ triangles are similar. • the expression b2−4ac is called the • The line drawn from the eye of an observer. • A line that intersects the circle at only one point is called • An equation involving trigonometric ratios of an angle are called a • ...
Puzzle #1 2024-01-20
Across
- A hyperspectral imaging instrument on board the Earth Observing-1 satellite.
- A green pigment vital for photosynthesis in plants.
- An instrument for measuring the intensity and distribution of spectral radiation.
- An instrument carried by balloon or other means to measure and transmit atmospheric data.
- The measurement of triangles to calculate distances and angles.
- The use of technology for the collection, analysis, and interpretation of geographic information.
Down
- The level of detail or clarity in a spatial dataset.
- Relating to or involving multiple bands of the electromagnetic spectrum.
- The technique of determining the three-dimensional coordinates of points on the Earth's surface.
- The equipotential surface that would coincide exactly with the mean ocean surface of the Earth.
10 Clues: A green pigment vital for photosynthesis in plants. • The level of detail or clarity in a spatial dataset. • The measurement of triangles to calculate distances and angles. • Relating to or involving multiple bands of the electromagnetic spectrum. • A hyperspectral imaging instrument on board the Earth Observing-1 satellite. • ...
Think-Tac-Toe 2025-04-14
Across
- a unit of angle measure based on an arc length
- a constant, variable, or product of numbers and variables
- Function is a rule defined by the trigonometric ratios
- Circle a circle with a radius of 1 unit
- points points where the graph changes its direction or shape
- of Sines can be used to find side and angle measures given two angles and any sides
- points where the graph changes direction
Down
- ratio compares the lengths of two sides with respect to an acute angle, in a right triangle
- Line the average rate of change of a function between two points
- The study of the relationships among the side and angle measures in triangles
- of Cosines can be used to find side and angle measures give two sides and the included angle
- Length used to analyze circular motion
12 Clues: Length used to analyze circular motion • Circle a circle with a radius of 1 unit • points where the graph changes direction • a unit of angle measure based on an arc length • Function is a rule defined by the trigonometric ratios • a constant, variable, or product of numbers and variables • points points where the graph changes its direction or shape • ...
QUADTRILATERALS 2023-01-01
Across
- it divides parallelogram into two congruent triangles
- the line segment joining the mid-points of two sides of a triangle is parallel to the third side and half of it
- the sum of all angles of a quadrilateral is 360°
- figure formed by the bisectors of angles of a parallelogram
Down
- four sided polygon
- diagonals of a rhombus intersect each other at these angles
6 Clues: four sided polygon • the sum of all angles of a quadrilateral is 360° • it divides parallelogram into two congruent triangles • diagonals of a rhombus intersect each other at these angles • figure formed by the bisectors of angles of a parallelogram • the line segment joining the mid-points of two sides of a triangle is parallel to the third side and half of it
Lines and Angles ,Triangles 2023-09-07
8 Clues: No end points • segment two end points • One of angle is 90 degree • Sum of angles is 90 degree • Sum of angles is 180 degree • corresponding angles between parallel lines • perpendicular drawn from vertex to the opposite side of triangle • line segment joining the midpoint of side to the vertex of triangle
G8 Lesson 18-20 Vocabulary Words 2022-02-23
Across
- Shapes from the natural world which are flowing or free-form, with less-defined edges.
- A feeling that people have of being proud of their country, often with the belief that it is better than other countries.
- To speak or write to.
- Not having a desire to obey authority, especially in the military.
Down
- In low spirits; depressed.
- Shapes with precise lines and clear edges, such as squares and triangles.
- A big change in the way someone or something is, looks, or in its basic characteristics.
- To free from or deprive of beliefs or idealism.
- Marked or possessing overwhelming feelings of loyalty, eagerness, or strong desire.
- Very long and extreme physical or mental pain.
- Something that is very pleasurable and enjoyable.
11 Clues: To speak or write to. • In low spirits; depressed. • Very long and extreme physical or mental pain. • To free from or deprive of beliefs or idealism. • Something that is very pleasurable and enjoyable. • Not having a desire to obey authority, especially in the military. • Shapes with precise lines and clear edges, such as squares and triangles. • ...
Bonne Fête !!! 2019-07-08
Across
- Premier évêque et fondateur du Séminaire de Québec
- Polyèdre qui a pour base un polygone et pour faces des triangles possédant un sommet commun
- Véhicule de transport routier de voyageurs en milieux urbain
- Ensemble de choses ou de faits qui s'offre au regard
- Moyen de transport de masse urbain, réseau de chemin de fer électrique
- Port historique au Canada. Situé sur la berge nord du fleuve Saint-Laurent
Down
- Technique intégrant sur un même support des données de différentes natures (son, texte, image)
- Activité qui permet d'occuper nos temps libres en s'amusant, se détournant ainsi de nos préoccupations
- Ville francophone la plus peuplée d'Amérique
- Réflexion du son par un obstacle qui le répercute
- Endroit aménagé pour l'arrêt des véhicules de transports en commun
11 Clues: Ville francophone la plus peuplée d'Amérique • Réflexion du son par un obstacle qui le répercute • Premier évêque et fondateur du Séminaire de Québec • Ensemble de choses ou de faits qui s'offre au regard • Véhicule de transport routier de voyageurs en milieux urbain • Endroit aménagé pour l'arrêt des véhicules de transports en commun • ...
Famous Scientists and Mathematicians 2013-04-20
Across
- Discovered the nucleus.
- E=MC2. If you get this one wrong, you have issues.
- a theorem used for triangles in mathematics.
Down
- First woman to win a Nobel Prize for Chemistry and Physics. Also, we had to find information about her for our Chemistry class.
- One of the founders of quantum mechanics. He also has a cat.
- His work was largely inspired by Copernicus; he is considered the father of modern astronomy. In addition, these works were censored by the Catholic church.
- Created the three fundamental laws of physics. He was also a pioneer in Calculus.
- Most of us got this mathematician's question wrong on our matrices teest.
- Created the mathematical reasoning behind Niel Bohr's work.
- Discovered the electron.
- Created the first Atomic Theory
11 Clues: Discovered the nucleus. • Discovered the electron. • Created the first Atomic Theory • a theorem used for triangles in mathematics. • E=MC2. If you get this one wrong, you have issues. • Created the mathematical reasoning behind Niel Bohr's work. • One of the founders of quantum mechanics. He also has a cat. • ...
Math Crossword 2024-05-15
Across
- A figure that is made up of 2 or more figures
- The distance from the center of a circle to any point on the circle
- The ratio of the circumference of a circle through it's diameter
- A prism that has 2 parallel congruent bases that are triangles
- The sum of the areas of all of the surfaces of a 3-dimensional figure
Down
- The number of cubic units needed to fill the space occupied by a solid
- The distance around a circle
- A prism that has 2 parallel congruent bases that are rectangles
- The distance across a circle through it's center
- The sum of all the side lengths of a 2 dimensional figure
- The measure of the interior surface of a 2-dimensional figure
11 Clues: The distance around a circle • A figure that is made up of 2 or more figures • The distance across a circle through it's center • The sum of all the side lengths of a 2 dimensional figure • The measure of the interior surface of a 2-dimensional figure • A prism that has 2 parallel congruent bases that are triangles • ...
CLASS 9 CROSSWORD 2024-11-15
Across
- The _________ representation of an irrational number is non-terminating non-recurring.
- Angle in the semi-circle is a ______ angle.
- A diagonal of a parallelogram divides it into two _____ triangles.
- If the angles of a triangle are in the ratio 5:3:7, then the triangle is _____ angled.
- A three-termed polynomial is a _______
- Two distinct lines in a plane cannot have more than one point in common.
Down
- The point of intersection of the coordinate axes is called ____
- A letter representing a number or value that can change or vary is a _____
- The number of surfaces of a right circular cylinder is ____
- In a square, the diagonals are ______
- Write the name of the quadrant in which the point (-3, -7) lies.
11 Clues: In a square, the diagonals are ______ • A three-termed polynomial is a _______ • Angle in the semi-circle is a ______ angle. • The number of surfaces of a right circular cylinder is ____ • The point of intersection of the coordinate axes is called ____ • Write the name of the quadrant in which the point (-3, -7) lies. • ...
WORDPLAY 2022-09-24
5 Clues: . • . • e^ix = cosx + isinx Who proposed?? • 1/2×Diagonal×(sum of the height of two triangles) • A Scalar value which is associated with square matrix
Maths Crossword 2014-06-22
Across
- One of the four sections into which the x-y plane is divided by the x- and y-axes.
- For a triangle, this is the point at which the three medians intersect.
- The point at which the three (possibly extended) altitudes of a triangle intersect.
- A corner point of a geometric figure.
- The likelihood of the occurrence of an event.
Down
- A system of equations that has at least one solution.
- The side of a right triangle opposite the right angle.
- The study of triangles, with emphasis on calculations involving the lengths of sides and the measures of angles.
- On the coordinate plane, the point (0, 0).
- Another word for average.
10 Clues: Another word for average. • A corner point of a geometric figure. • On the coordinate plane, the point (0, 0). • The likelihood of the occurrence of an event. • A system of equations that has at least one solution. • The side of a right triangle opposite the right angle. • For a triangle, this is the point at which the three medians intersect. • ...
Mathematics 2020-12-20
Across
- has infinately many solutions
- the quadrilateral formed by joining the mid points of the sides of a quadrilateral
- diagonals bisect each other and are equal and vice versa
- an algebric expression consisting of variables,constants and algebric operations
- collection of all points in a plane,which are equidistant from a fixed point in the plane
- if two sides and the included side of one triangle are equal to the other then the triangles are congruent by
Down
- is a polynomial of degree 3
- the coordinate axes divide the plane into 4 parts called
- of an event lies between 0 and 1
- if the sum of pair of opposite angles in a quadrilateral is 180 then the quadrilateral is
10 Clues: is a polynomial of degree 3 • has infinately many solutions • of an event lies between 0 and 1 • the coordinate axes divide the plane into 4 parts called • diagonals bisect each other and are equal and vice versa • an algebric expression consisting of variables,constants and algebric operations • ...
6.2 & 6.3 Vocab 2022-01-06
Across
- the point at which the perpendicular bisectors of the sides of a triangle intersect and which is equidistant from the three vertice
- the segment that goes from a vertex to the midpoint of the oppsite side
- a line or a segment perpendicular to a segment that passes through the midpoint of the segment
- considered as the center of a one- or two-dimensional figure
- the line or line segment that divides the angle into two equal parts
Down
- opposite and congruent
- the perpendicular segment from a vertex of a triangle to the opposite side
- two or more amount
- the common intersection of the three altitudes of a triangle or their extensions
- The center of a triangles incircle
10 Clues: two or more amount • opposite and congruent • The center of a triangles incircle • considered as the center of a one- or two-dimensional figure • the line or line segment that divides the angle into two equal parts • the segment that goes from a vertex to the midpoint of the oppsite side • the perpendicular segment from a vertex of a triangle to the opposite side • ...
Minerals 2025-02-19
Across
- Minerals composed of one or more metallic elements and the carbonate ion CO
- How a mineral feels to the touch
- Compounds of oxygen and a metal
- How do Geologists classify minerals
- Valuable minerals that are prized for their rarity and beauty
- Contains a valuable substance that can be mined at a profit
Down
- Minerals that break with rough or jagged edges are said to have this
- One of the most noticeable characteristics of a mineral is its color
- A geometric having 4 sides that are equilateral triangles, resembling a pyramid
- A mineral rubbed across an unglazed porcelain plate will sometimes leave a colored of a mineral when it is broken up and powdered
10 Clues: Compounds of oxygen and a metal • How a mineral feels to the touch • How do Geologists classify minerals • Contains a valuable substance that can be mined at a profit • Valuable minerals that are prized for their rarity and beauty • Minerals that break with rough or jagged edges are said to have this • ...
Math Vocabulary 2024-10-17
Across
- A figure having two circular faces and a curved surface.
- A 3d shape with two faces that are congruent hexagons and remaining are rectangles.
- A shape that has only one pair of parallel side.
- A line that touches the circle externaly at one point and is perpendicular to radius at that point.
- A 3d shape with flat faces that are all polygon.
Down
- These shapes have same shape and same size.
- The Part of circumference of a circle.
- The longest chord of a circle.
- A 3d shape with a square as a base and remaining faces are triangles.
- A 2d shape that has two pairs of adjacent sides of equal length.
10 Clues: The longest chord of a circle. • The Part of circumference of a circle. • These shapes have same shape and same size. • A shape that has only one pair of parallel side. • A 3d shape with flat faces that are all polygon. • A figure having two circular faces and a curved surface. • A 2d shape that has two pairs of adjacent sides of equal length. • ...
Triangle Review 2019-03-05
Across
- Divides an angle into 2 congruent parts all of these in a triangle meet at the incenter
- Goes through a side of a triangle and is perpendicular to that side all of these in a triangle meet at the circumcenter
- A triangle with NO congruent sides
- Goes through the vertex and midpoint of a triangles leg all of these in a triangle meet at the centroid
- A pair of a supplementary angle
- Comes out of a vertex and is perpendicular to the opposite side, all of these in a triangle meet at the orthocenter
- A segment connecting the 2 midpoints of a triangle
- Destroyed the dinosaurs millions of years ago
Down
- 2 congruent angles formed at an X crossing
- A triangle with ONE obtuse angle
- any 3 lines that intersect at the point of concurrency
- to overcome something
- A incenter is ____ from each side of a triangle
- A triangle with ONLY acute angles
- some people take a ____ test
- A triangle with 2 congruent sides
16 Clues: to overcome something • some people take a ____ test • A pair of a supplementary angle • A triangle with ONE obtuse angle • A triangle with ONLY acute angles • A triangle with 2 congruent sides • A triangle with NO congruent sides • 2 congruent angles formed at an X crossing • Destroyed the dinosaurs millions of years ago • A incenter is ____ from each side of a triangle • ...
Civil Engineering Vocabulary Crossword 2026-01-28
Across
- A structure built to span an obstacle and allow people or vehicles to cross
- A force that pulls objects downward toward Earth
- A horizontal structural piece that supports weight
- The type of engineering focused on designing and building structures for public use and safety
- A force applied to one small area of a structure
- A load that does not move or change
- When a structure breaks or no longer works as designed
- A load that moves or changes over time
- A force that pulls on something and makes it longer
Down
- Designing structures to protect people from harm
- A force spread out over a larger area
- A limit engineers must work within, such as cost or materials
- A force that pushes on something and makes it shorter
- A curved structure that transfers weight into compression
- A structure made of connected triangles used to spread forces
- The weight or force pushing on a structure
16 Clues: A load that does not move or change • A force spread out over a larger area • A load that moves or changes over time • The weight or force pushing on a structure • Designing structures to protect people from harm • A force that pulls objects downward toward Earth • A force applied to one small area of a structure • A horizontal structural piece that supports weight • ...
Chapter 12 2017-05-25
Across
- When a triangle is equilateral then it is equiangular
- when a triangle is congruent because a side a connected angle and a side are equal
- longest side on the triangle
- two sides of a triangle that are not the base
- when a triangles sides are all equal
- when a triangle is congruent because all sides are equal
Down
- lists of steps that that prove a problem to be true
- when a shape is the exact same as another shape
- when the legs of a triangle are congruent with the third side being its base
- when a triangle is congruent because an angle a connected side and a connected angle are equal
10 Clues: longest side on the triangle • when a triangles sides are all equal • two sides of a triangle that are not the base • when a shape is the exact same as another shape • lists of steps that that prove a problem to be true • When a triangle is equilateral then it is equiangular • when a triangle is congruent because all sides are equal • ...
Math Crossword 2024-05-27
Across
- a quadrilateral with four congruent angles and four congruent sides.
- found by counting all the surrounding sides of the shape together.
- the total space taken up by a flat (2-D) surface or shape of an object
- has three sides
- is any quadrilateral formed by two isosceles triangles whose bases are equal and coincide.
- a quadrilateral shaped from isosceles triangle and its reflected figure to its base.
Down
- area for said shape is found by multiplying the length and the width.
- any quadrilateral that has a pair of parallel opposite sides.
- a quadrilateral which each pair of its opposite sides is parallel.
- a type of triangle which angles are all equal to 90 degrees.
10 Clues: has three sides • a type of triangle which angles are all equal to 90 degrees. • any quadrilateral that has a pair of parallel opposite sides. • found by counting all the surrounding sides of the shape together. • a quadrilateral which each pair of its opposite sides is parallel. • a quadrilateral with four congruent angles and four congruent sides. • ...
3D shapes 2025-09-23
Across
- An octagonal pyramid has 9 ... ?
- when tea is poured correctly from a teapot,it flows through the ...
- what are solids called when all their faces are polygons ?
- it's a traditionnal British and Irish baked biscuit, popular in the UK, usually made of flour with baking powder then baked on a baking tray
- I'm a solid and all my faces are rectangles
- it's where 2 edges meet
Down
- If a 3D shape is opened out flat, we get its ...
- I'm a solid and my 4 faces are triangles
- It's the art of representing three-dimensional objects on a two-dimensional surface
- the form of the stones at the Giant's Causeway in Northern Ireland is hexagonal …..
10 Clues: it's where 2 edges meet • An octagonal pyramid has 9 ... ? • I'm a solid and my 4 faces are triangles • I'm a solid and all my faces are rectangles • If a 3D shape is opened out flat, we get its ... • what are solids called when all their faces are polygons ? • when tea is poured correctly from a teapot,it flows through the ... • ...
Elements of Art 2023-08-21
Across
- An element that is two-dimensional and encloses area; defined by their width and height
- Blue, green and purple
- The space that runs between, through and around the subject
- Red, blue and yellow
- A path made by a moving point through space. The span of a distance between two points
- Seen by the way light reflects off a surface
- White, grey, brown and black
- Texture that can be actually touched and felt
- Shapes that are precise and sharply defined; circles squares and triangles
Down
- Orange, green and purple
- The lightness and darkness of grays and colors
- The space occupied by the subject or form
- Shapes that reflect free flowing aspects of growth; curved or rounded and appear in a variety of irregular shapes
- Red, orange and yellow
- Textures that are simulated or invented
- Three-dimensional and can be viewed by many angles; encloses volume
- The physical surface structure of a material
- Refers to the 3-D aspects of sculpture and architecture or the illusion of depth in 2-D artwork
18 Clues: Red, blue and yellow • Blue, green and purple • Red, orange and yellow • Orange, green and purple • White, grey, brown and black • Textures that are simulated or invented • The space occupied by the subject or form • Seen by the way light reflects off a surface • The physical surface structure of a material • Texture that can be actually touched and felt • ...
Angle Relationships 2025-11-21
Across
- This angle measures less than 90 degrees
- The four outer angles by two lines cut by a transversal
- Have a sum of interior angles that is 360 degrees.
- Supplementary angles can be adjacent or _____.
- Two angles where the sum of their measures is 90
- This angle measures more than 90 and less than 180 degrees.
- This angle is what you get when you subtract 360 degrees minus the inside angle.
- Have a sum of interior angles that is 720 degrees.
- Angles that share a common vertex, common side and do not overlap
- Have a sum of interior angles that is 180 degrees.
- This angle measures exactly 90 degrees.
Down
- Two angles where the sum of their measures is 90
- Have a sum of interior angles that is 540 degrees.
- Opposite angles formed by intersecting lines
- Angles are named with three letters. The middle letter is always the _____.
- Angles that have the same position on on parallel lines in relation to the transversal
- Exterior angles that lie on opposite sides of the tansversal
- This angle measures exactly 180 degrees.
- Two angles that are adjacent and whose sum is 180 degrees
19 Clues: This angle measures exactly 90 degrees. • This angle measures less than 90 degrees • This angle measures exactly 180 degrees. • Opposite angles formed by intersecting lines • Supplementary angles can be adjacent or _____. • Two angles where the sum of their measures is 90 • Two angles where the sum of their measures is 90 • ...
COSSOS GEOMÈTRICS G2 2017-11-17
Across
- És un prisma que té per bases dos paral·lelograms. Les seves
- El cos geomètric limitat per dues bases que són cercles i una
- És un segment els extrems són el centre d'un polígonoregular i el punt mitjà de qualsevol dels seus costats, i és sempre perpendicular a aquest costat.
- Mesures de l'espai de tres dimensions ocupat per un cos
Down
- lateral corba.
- 20 cares que són triangles equilàters.
- són paral·leles dues a dues.
- Es un poliedre, la superfície esta formada per dos hexàgons iguals i paral·lels anomenats bases i per sis cares laterals que són paral·lelograms.
8 Clues: lateral corba. • són paral·leles dues a dues. • 20 cares que són triangles equilàters. • Mesures de l'espai de tres dimensions ocupat per un cos • És un prisma que té per bases dos paral·lelograms. Les seves • El cos geomètric limitat per dues bases que són cercles i una • ...
tv shows 2 2024-04-27
Across
- Last name of the actor who played Michael Knight in "Knight Rider."
- "___ Crest," a soap opera that aired alongside hits like "Dallas" and "Dynasty."
- A sitcom about a wisecracking alien living with a suburban family.
- A character from "Dynasty," known for her fierce business acumen and dramatic love triangles.
- "Who's the ………?" a sitcom that challenged traditional gender roles in the household.
Down
- "___ & Simon," a detective show featuring two brothers solving crimes.
- First name of the longtime letter turner on "Wheel of Fortune."
- Last name of the actor who starred in "Knight Rider" and later "Baywatch."
8 Clues: First name of the longtime letter turner on "Wheel of Fortune." • A sitcom about a wisecracking alien living with a suburban family. • Last name of the actor who played Michael Knight in "Knight Rider." • "___ & Simon," a detective show featuring two brothers solving crimes. • Last name of the actor who starred in "Knight Rider" and later "Baywatch." • ...
Chapter 7: Area 2026-01-06
Across
- A quadrilateral with one pair of parallel sides.
- A closed plane figure with more than three sides.
- A method of finding the area of a complex figure by dividing it into triangles.
- A measure of the boundary of a figure that cannot represent its area.
Down
- A four-sided figure with both pairs of opposite sides parallel.
- The quadrilateral whose area is half the product of its diagonals.
- The area of this shape is given by 1/2 × base × height.
7 Clues: A quadrilateral with one pair of parallel sides. • A closed plane figure with more than three sides. • The area of this shape is given by 1/2 × base × height. • A four-sided figure with both pairs of opposite sides parallel. • The quadrilateral whose area is half the product of its diagonals. • A measure of the boundary of a figure that cannot represent its area. • ...
CONSTRUCTIONS AND TILINGS 2025-11-18
Across
- Shapes covering a surface without gaps or overlaps.
- The geometric property used to bisect angles by comparing two equal triangles.
- A tool used with a ruler to construct bisectors and angles.
- A triangle with all sides equal, used to construct a 60° angle.
Down
- A point that is exactly in the middle of a line segment.
- Dividing a line segment or angle into two equal parts.
- A method used to make an exact copy of a given angle.
7 Clues: Shapes covering a surface without gaps or overlaps. • A method used to make an exact copy of a given angle. • Dividing a line segment or angle into two equal parts. • A point that is exactly in the middle of a line segment. • A tool used with a ruler to construct bisectors and angles. • A triangle with all sides equal, used to construct a 60° angle. • ...
Properties of Special Right Triangles 2026-06-13
Across
- A square park has a diagonal path measuring twentyfoursqrttwo meters. Find the length of each side.
- Find the short leg of a 30-60-90 triangle with a hypotenuse of length twentyfour.
- A ladder is leaning against a wall, forming a 30 degree angle with the ground. The ladder is twenty ft long. How high up the wall does it reach?
- Find the hypotenuse of a 30-60-90 triangle with a long leg of length fifteensqrtthree.
- Find each leg of a 45-45-90 triangle with a hypotenuse of twelvesqrttwo.
Down
- An equilateral triangle has side lengths of eightteen cm. An altitude is drawn from a vertex to the opposite side. Find the altitude.
- Find the length of the diagonal of a square with side lengths of ten in.
- Find the hypotenuse of a 45-45-90 triangle with leg lengths of eight.
- Find the length of one side of a square with a diagonal of eightteen cm.
- Find the hypotenuse of a 30-60-90 triangle with a short leg of length seven.
10 Clues: Find the hypotenuse of a 45-45-90 triangle with leg lengths of eight. • Find the length of the diagonal of a square with side lengths of ten in. • Find the length of one side of a square with a diagonal of eightteen cm. • Find each leg of a 45-45-90 triangle with a hypotenuse of twelvesqrttwo. • ...
DG final exam review 2022-05-31
Across
- corresponding parts of the congruent triangles are congruent
- A line that contains a chord and passes through the interior of the circle while intersecting at two points.
- when a set of lines has a shared point
- triangle
- The two angles that don't share a vertext with the exterior angles
- parallelogram
- quad with two pairs of congruent consecutive sides
- the sum of the angles of any quadrilateral is 360 degrees
Down
- The interior angle that shares the vertex with the exterior angles
- Point of concurrency for the perpendicular bisectors
- every angle and side inscribed in circle, sides are all chords
- The point of concurrency for the angle bisectors
- point of concurrency for the three altitudes
- sphere
- the sum of the measures of the n interior angles of an n gon is 180(n-2)
- rectangle
- SAsphere
- a statement that we prove so that we can use that property in the proof of the statements
- An angle crated by an extended side past the vertex
19 Clues: sphere • triangle • SAsphere • rectangle • parallelogram • when a set of lines has a shared point • point of concurrency for the three altitudes • The point of concurrency for the angle bisectors • quad with two pairs of congruent consecutive sides • An angle crated by an extended side past the vertex • Point of concurrency for the perpendicular bisectors • ...
Unit 7 Airspace Maps and Airport Data 2024-04-29
Across
- the number after the L in the 3rd line refers to the longest what?
- ___ is given second in a latitude and longitude coordinates
- these blue triangles on other important symbols are considered ____
- VFR SAC publication ___ shortened to 56 days
- each mark in quadrant equals ___ minutes
- 1 nautical mi = 1.15 ___ miles
- in airport data found on a map the first line shares the airport name and Airport___
- The line that is 0 degrees latitude
- if I a moving left or up that lat or long do what?
Down
- is the line where Magnetic north and true north equals 0
- The line that is 0 degrees Longitude
- there are 360 of these around the earth
- ___ 30x30 quadrants equal 1 degree
- lines that are like steps on ladder that you step on in regard to map coordinates
- the first number of the 3rd line in airport data
- if you find this symbol it means the airport operates parttime
- 1 nautical mile equals 1 ___ minute
- ___ is a 30minute by 30 minute quadrant on a section of map
18 Clues: 1 nautical mi = 1.15 ___ miles • ___ 30x30 quadrants equal 1 degree • 1 nautical mile equals 1 ___ minute • The line that is 0 degrees latitude • The line that is 0 degrees Longitude • there are 360 of these around the earth • each mark in quadrant equals ___ minutes • VFR SAC publication ___ shortened to 56 days • the first number of the 3rd line in airport data • ...
mathamatical week 2024-03-15
Across
- Sequence of numbers where each term is the sum of the two preceding terms
- Shape with seven sides
- Shape with five sides
- Number obtained by multiplying a quantity by itself
- Famous mathematician credited with the discovery of calculus
- Branch of mathematics dealing with the collection, organization, analysis, interpretation, and presentation of data
- Famous theorem stating that the square of the hypotenuse of a right triangle is equal to the sum of the squares of the other two sides
- Study of the relationship between the sides and angles of triangles
- Famous Greek mathematician known as the "Father of Geometry"
Down
- Number that can only be divided by itself and 1
- Branch of mathematics dealing with the study of numbers
- Shape with six sides
- Rule stating that every even integer greater than 2 can be expressed as the sum of two prime numbers
- Famous mathematician born on March 14th
- Term for the study of shapes and space
- Number obtained by multiplying a quantity by itself
- Mathematical constant associated with circles
- Celebration month of Mathematical Week
- Famous Greek mathematician known as the "Father of Geometry"
- The process of dividing one number by another
20 Clues: Shape with six sides • Shape with five sides • Shape with seven sides • Term for the study of shapes and space • Celebration month of Mathematical Week • Famous mathematician born on March 14th • Mathematical constant associated with circles • The process of dividing one number by another • Number that can only be divided by itself and 1 • ...
CAASPP Words 2026-03-16
Across
- Number A number that cannot be written as a fraction and has a nonterminating, nonrepeating decimal.
- A function defined by different expressions over different intervals.
- Numbers or expressions multiplied together to produce a product.
- An ordered list of numbers following a pattern.
- One of the two regions formed by a line on a coordinate plane
- When a figure or graph can be reflected or rotated onto itself.
- A rule that defines each term using previous term(s).
- The quality of repeating at regular intervals.
- Expression with a highest degree of 2.
Down
- Function that is the inverse of an exponential function
- Points where a function has a local highest value.
- Study of relationships between angles and sides of triangles.
- A relation in which each input has exactly one output.
- Mathematical phrases containing numbers, variables, and operations but no equals sign.
- Sequence with a constant difference between consecutive terms.
- An amount that can be measured or counted.
- A ratio comparing sides of a right triangle.
- A formula that directly gives the nth term of a sequence.
18 Clues: Expression with a highest degree of 2. • An amount that can be measured or counted. • A ratio comparing sides of a right triangle. • The quality of repeating at regular intervals. • An ordered list of numbers following a pattern. • Points where a function has a local highest value. • A rule that defines each term using previous term(s). • ...
COSSOS GEOMÈTRICS_G3 2017-11-16
Across
- elements bàsic d’un prisme
- és l’àrea lateral més l’àrea del cercle de la base:
- El punt en comú de dos costats d'un angle.
- Poliedre que té una cara que és un polígon qualsevol, la base, i les altres cares del qual són triangles que tenen un vèrtex comú.
Down
- és la regió de l’espai limitada per quatre o més polígons, que
- el que obtenim quan girem una figura plana al voltant d’un eix de gir
- les seves cares.
7 Clues: les seves cares. • elements bàsic d’un prisme • El punt en comú de dos costats d'un angle. • és l’àrea lateral més l’àrea del cercle de la base: • és la regió de l’espai limitada per quatre o més polígons, que • el que obtenim quan girem una figura plana al voltant d’un eix de gir • ...
Let's revise 2020-12-20
Across
- Seat belt in swing stops you from falling by making the force ________
- ______used in structures of rides make them strong and stiff to support heavy weights
- shorter vibrating air column makes a ____ pitched sound
Down
- To win an arm wrestling match forces are unbalanced
- A potter applies force with his hands to change the _____ of pot
- To balance a seesaw multiplication of _____ and its distance from center for both sides must be equal
- Effects of _______ can be seen when you sit on springer ride
- A big air column makes a ___ pitched sound
8 Clues: A big air column makes a ___ pitched sound • To win an arm wrestling match forces are unbalanced • shorter vibrating air column makes a ____ pitched sound • Effects of _______ can be seen when you sit on springer ride • A potter applies force with his hands to change the _____ of pot • Seat belt in swing stops you from falling by making the force ________ • ...
Life in a Jewish ghetto 2023-04-11
Across
- a word meaning destiny, beginning with 'f'
- a pit dug in the ground to receive a large number of dead bodies
- (of a part of the body) deprived of the power of physical sensation.
- narrow channel dug at the side of a road or field, to hold or carry away water.
- a load, typically a heavy one
Down
- a six-pointed figure consisting of two interlaced equilateral triangles, used as a Jewish and Israeli symbol
- English word for sidewalk
- wire with clusters of short, sharp spikes set at short intervals along it
8 Clues: English word for sidewalk • a load, typically a heavy one • a word meaning destiny, beginning with 'f' • a pit dug in the ground to receive a large number of dead bodies • (of a part of the body) deprived of the power of physical sensation. • wire with clusters of short, sharp spikes set at short intervals along it • ...
MATHS SE-1 BY SUHANI MITRA,10D, ROLL NO.22 2022-07-03
Across
- A solid obtained on revolving a circle about any of its diameters.
- two figures having the same shape but not necessarily that same size are called ______ figures.
- An algebraic expression with "equal to" sign(=)
- A line drawn parallel to earth surface is called _______ line.
- The branch of mathematics which deals with the measurement of sides and angles of right triangles.
Down
- A line which intersects a circle in two distinct points.
- A proven statement used for proving another statement.
- In some problems observer is represented by a _____ if its height is not given.
- Angles is same segment are _______.
- A series of well-defined steps which gives a procedure for solving a type of problem.
10 Clues: Angles is same segment are _______. • An algebraic expression with "equal to" sign(=) • A proven statement used for proving another statement. • A line which intersects a circle in two distinct points. • A line drawn parallel to earth surface is called _______ line. • A solid obtained on revolving a circle about any of its diameters. • ...
COSSOS GEOMÈTRICS_G2 2017-11-17
Across
- és qualsevol segment lineal que va del centre a la circumferència
- és un políedre que té 8 cares que són triangles equilàters
- és un segment que va des del centre del polígon al punt mitjà d'un dels seus costats.
- és la porció o quantitat d'espai que hi ha dins geomètrica.
Down
- és un prisma amb 6 cares
- és un políedre amb sis cares
6 Clues: és un prisma amb 6 cares • és un políedre amb sis cares • és un políedre que té 8 cares que són triangles equilàters • és la porció o quantitat d'espai que hi ha dins geomètrica. • és qualsevol segment lineal que va del centre a la circumferència • és un segment que va des del centre del polígon al punt mitjà d'un dels seus costats.
Shapes 2023-11-23
Across
- A shape with three sides and three angles
- A shape with four sides and four right angles, but unequal sides
Down
- A shape with four equal sides and four right angles
- A shape like two triangles joined together at their bases
- A round shape like a ball or a wheel
- A shape with a point at one end and a tail at the other
6 Clues: A round shape like a ball or a wheel • A shape with three sides and three angles • A shape with four equal sides and four right angles • A shape with a point at one end and a tail at the other • A shape like two triangles joined together at their bases • A shape with four sides and four right angles, but unequal sides
2/11/24 The Mehta House 2024-02-07
Across
- a city in 2 down with a historic salt mine history, and also known for sound of music
- a famously neutral country throughout many wars
- a famous mountain range in 5 across
Down
- a famous brand of chocolate in 5 across known for its chocolate triangles
- Hitler was born in _______
- a famous city in 5 across known for the UN Headquarters and beautiful views
6 Clues: Hitler was born in _______ • a famous mountain range in 5 across • a famously neutral country throughout many wars • a famous brand of chocolate in 5 across known for its chocolate triangles • a famous city in 5 across known for the UN Headquarters and beautiful views • a city in 2 down with a historic salt mine history, and also known for sound of music
geometry crossword #1 2026-04-13
Across
- point in the middle of a segment
- the point at which 2 or more lines meet
- formula(s) used to solve for unknown sides of right triangles, given one side length and an angle
Down
- transformation that uses a scale factor to create similar figures
- line that slices a segment or angle in half
- set of all point equidistant from a center point
6 Clues: point in the middle of a segment • the point at which 2 or more lines meet • line that slices a segment or angle in half • set of all point equidistant from a center point • transformation that uses a scale factor to create similar figures • formula(s) used to solve for unknown sides of right triangles, given one side length and an angle
Geo Review Unit 7: Right Triangles 2025-05-23
Across
- the side next to the angle in question that is not the hypotenuse
- the ratio of the length of the side opposite the angle to the length of the side adjacent to the angle
- the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse.
- an angle that measures exactly 90 degrees
- the length of the altitude drawn from the right angle of a triangle to its hypotenuse is equal to the geometric mean of the lengths of the segments formed on the hypotenuse
- a trigonometric function that is the ratio between the side next to an acute angle in a right triangle and the hypotenuse
- the angle formed between the horizontal line and the line of sight when looking down at an object that is below the observer's eye level
- the side across from the angle in question
Down
- a squared plus b squared equals c squared
- the side of a right triangle opposite the right angle
- the total sum of all internal angles in a triangle
- the angle measured upwards from a horizontal line to an object or point above the observer
12 Clues: a squared plus b squared equals c squared • an angle that measures exactly 90 degrees • the side across from the angle in question • the total sum of all internal angles in a triangle • the side of a right triangle opposite the right angle • the side next to the angle in question that is not the hypotenuse • ...
Geometry Extra Credit 2025-03-03
Across
- States that if a point is on the perpendicular bisector of a segment, then it is equidistant from the endpoints of the segment
- States that if two sides of one triangle are proportional to two sides of another triangle and their included angles are congruent, then the triangles are similar.
- a dilation or a composite of one or more dilations and one or more congruence transformations (reflection, rotation, translation)
- group of parts that have the same characteristics
- States that if a point in the interior of an angle is equidistant from the sides of the angle, then it is on the bisector of the angle
- States that the midsegment of a trapezoid is parallel to each base, and its length is one half the sum of the lengths of the bases
- the point where the lines intersect
- the ratio of the lengths of the corresponding sides of two similar polygons
- States that if three sides of one triangle are proportional to the three sides of corresponding sides of another triangle, then the triangles are similar
- a quadrilateral with four right angles and four congruent sides
- States that the sum of the interior angle measures of a convex polygon with n sides is (n-2)180 degrees
- a segment whose endpoints are at a vertex of the triangle and the midpoint of the opposite sides
- a quadrilateral with exactly two pairs of congruent consecutive sides
- States that if a point is equidistant from the endpoints of a segment, then it is on the perpendicular bisector of the segment
- States that if the sun of the squares of the lengths of two sides of a triangle is equal to the square of the length of the third side, then the triangle is a right triangle
- any method that uses formulas, similar to the figures, and/or proportions to measure an object
- a polygon that has any parts of a diagonal containing points in the exterior of the polygon
- the point of concurrency in the triangle
- a quadrilateral with two pairs of parallel sides
- states that the sum of any two side lengths of a triangle is greater than the third side length
- States that if two angles of one triangle are congruent to two angles of another triangle, then the triangles are similar
- the point of concurrency of the medians of a triangle
- what you call a trapezoid if the legs of the trapezoid are congruent
- States that if a point is on the bisector of an angle, then it is equidistant from the sides of the angle
- States that the sum of the exterior angle measures, one angle ate each vertex, of a convex polygon is 360 degrees
- one that is both equilateral and equiangular
Down
- a perpendicular segment from a vertex to the line containing the opposite side
- States that if a line divides two sides of a triangle proportionally, then it is parallel to the third scale
- two consecutive angles on a trapezoid whose common side is a base
- same distance
- States that if three or more parallel lines intersect two transversals, then they divide the transversals proportionally
- States that if the similarity ratio of two similar figures is a/b, then the ratio of their perimeters is a/b, and the ratio of their areas is a squared/b squared, or (a/b) squared
- States that if a line parallel to a side of a triangle intersects the other two sides, then it divides those sides proportionally
- what you call the sides that are nonparallel
- A quadrilateral with four right angles
- Two polygons are this if and only if their corresponding angles are congruent and their corresponding side lengths are proportional
- represents an object as smaller than or larger than its actual size
- a quadrilateral with four congruent sides
- what you call each of the parallel sides
- a polygon that has no diagonals containing points in the exterior
- a quadrilateral with exactly one pair of parallel sides
41 Clues: same distance • the point where the lines intersect • A quadrilateral with four right angles • the point of concurrency in the triangle • what you call each of the parallel sides • a quadrilateral with four congruent sides • what you call the sides that are nonparallel • one that is both equilateral and equiangular • a quadrilateral with two pairs of parallel sides • ...
Math Semester Project 2026-05-18
Across
- In economics, how much money a company spends to produce a product.
- to the Pythagorean Theorem: If a triangle has side lengths a, b and c, and a2+b2=c2, then the triangle is a right triangle and c is the length of the side opposite its right angle.
- grid: A grid used to illustrate values of algebraic expressions.
- A solid figure formed by taking a flat circular disk and extending it up to a single point.
- The size of a region in the plane, measured in unit squares (squares with side length 1).
- value: The distance a number is from 0.
- A constant that a variable or expression is multiplied by.
- A relationship or pattern linking the values of two variables.
- angle: An angle that measures less than 90°.
- like terms: Using the distributive law to add any two multiples of an expression such as x. For example, you can simplify 4x+5x into 9x.
- The study of mathematical symbols and the rules for manipulating those symbols.
- A combination of variables and numbers using arithmetic (like 6−x).
- A number that is raised to a power.
- fit line: When the points on a grid are not all on a straight line, but seem to have a somewhat linear pattern, you can find a line that is the “best fit” (closest) to the points.
- The vertical value in a coordinate pair. It tells how far up or down the point is. The y-coordinate is always written last in the coordinate pair.
- The distance around an entire figure, such as a circle or a sphere. For a sphere, this means the distance around a circle on the sphere whose center is at the center of the sphere.
- law of multiplication: For two numbers a and b, a(b)=b(a).
Down
- A group of points in a scatter plot that are near each other.
- rule: A rule that allows you to tell that two figures are congruent by looking at some of their measurements, such as the Side-Angle-Side (SAS), Angle-Side-Angle (ASA), and Side-Side-Side (SSS) rules for triangles.
- relative frequency: A joint frequency divided by the total of its row or column in a two-way frequency table.
- A way to tell that two triangles are similar, by comparing two angles in each triangle. Two triangles ▵ABC and ▵A′B′C′ are similar when the measures of ∠A and ∠A′ are equal and the measures of ∠B and ∠B′ are equal.
- grid: A grid of lines on a coordinate plane that makes it easy to see (x,y) coordinates of locations in that plane.
- The angle ∠ABC consists of the two rays from B that pass through A and C respectively. The spread between the directions of these rays is measured in degrees (°), and this measure is occasionally written m∠ABC, or sometimes ∠ABC, or even ∠B. 360° is a complete revolution.
- law of addition: For any three numbers a, b, and c, it is always true that (a+b)+c=a+(b+c).
- angles: Two angles that are formed by a transversal and each of the two lines that the transversal intersects, if the angles are in the same position relative to those lines. Usually we only talk about corresponding angles if the two lines are parallel, and in that case corresponding angles will have equal measures. Conversely, if any transversal creates two corresponding angles that are equal in measure, then the two lines are parallel.
- law of multiplication: For any three numbers a, b, and c, it is always true that (a(b))(c)=a(b(c)).
- A single fixed number (unlike a variable, whose value can vary).
- A point on a 2-dimensional plane is described by a pair (x,y). The coordinate x is given by the labels below the grid, and the coordinate y is given by the labels to the left of the grid.
- plane: A 2-dimensional flat surface used for plotting points, lines, curves, and regions. It contains an x and a y axis which intersect at the origin.
- even: Have a profit of zero (that is, make exactly as much money as you spend).
- law of addition: For any two numbers a and b, a+b=b+a.
- The same shape and size. Two plane figures are congruent if one can be obtained from the other by a rigid motion (a sequence of translations, rotations, and reflections).
32 Clues: A number that is raised to a power. • value: The distance a number is from 0. • angle: An angle that measures less than 90°. • law of addition: For any two numbers a and b, a+b=b+a. • A constant that a variable or expression is multiplied by. • law of multiplication: For two numbers a and b, a(b)=b(a). • A group of points in a scatter plot that are near each other. • ...
Greek Philosophy 2025-10-01
4 Clues: Renowned philosopher(428 BC - 347BC) • Renowned philosopher(384 BC - 322 BC) • form of government spawned by Greek Philosophy • created a mathematical Greek theroem relating to triangles
MATHS SE-1 BY SUHANI MITRA,10D, ROLL NO.22 2022-07-03
Across
- A solid obtained on revolving a circle about any of its diameters.
- An algebraic expression with "equal to" sign(=)
- A proven statement used for proving another statement.
- A series of well-defined steps which gives a procedure for solving a type of problem.
Down
- A line drawn parallel to earth surface is called _______ line.
- The branch of mathematics which deals with the measurement of sides and angles of right triangles.
- A line which intersects a circle in two distinct points.
- two figures having the same shape but not necessarily that same size are called ______ figures.
- Angles is same segment are _______.
- In some problems observer is represented by a point of its height is not given.
10 Clues: Angles is same segment are _______. • An algebraic expression with "equal to" sign(=) • A proven statement used for proving another statement. • A line which intersects a circle in two distinct points. • A line drawn parallel to earth surface is called _______ line. • A solid obtained on revolving a circle about any of its diameters. • ...
puzzle; 2024-05-29
Across
- a person whose job is to repair or fix tyre, hose or rubber
- a 3-D shape with 4 triangles and a square or triangular base
- a painter's tool for painting or a thing that rolls
- the smallest denomination coin in the United State
- a person who travels in space
- one of the main gases that we breathe in to survive on earth
Down
- a tool that has a small handle and a metal blade used for scraping a particular surface
- a thin, rubber bag you can blow air into to become bigger
- a social group in a society shared the same culture
- a gas without colour that is made of carbon and oxygen
10 Clues: a person who travels in space • the smallest denomination coin in the United State • a painter's tool for painting or a thing that rolls • a social group in a society shared the same culture • a gas without colour that is made of carbon and oxygen • a thin, rubber bag you can blow air into to become bigger • ...
Math portfolio- Dhwani Deshmane 10B-05 2023-09-10
Across
- The part of the quadratic formula underneath the square root symbol: b²-4ac.
- Formula: θ/360 × 2πr
- The product of a rational and irrational number.
- When D<0 roots are ____
Down
- Property of triangles where ratios of corresponding sides is equal and corresponding angles are equal.
- A portion of the circle formed by a portion of the circumference (arc) and radii of the circle at both endpoints of the arc.
- If probability of an event is 0, it is an __ event.
- A line that touches the circle at one and only one point.
- Greek alphabet for expressing a root of an equation.
- Number which can be expressed in the form of p/q q not equal to 0.
10 Clues: Formula: θ/360 × 2πr • When D<0 roots are ____ • The product of a rational and irrational number. • If probability of an event is 0, it is an __ event. • Greek alphabet for expressing a root of an equation. • A line that touches the circle at one and only one point. • Number which can be expressed in the form of p/q q not equal to 0. • ...
Maths 1 2025-12-22
Across
- A shape with the volume as Pi x R squared x H/3
- The longest side of a triangle oppostie the right angle
- A box shape with 6 faces and edges that might not be the same length
- The meaning of m in the equation y=mx+c for finding the equation of a line through two points
- A mnemonic word for remembering the three trigonometric functions of triangles
- Half of the diameter
Down
- A circle measurement derived from 2 x Pi x R or Pi x D
- 3.14
- The name given to a mathematical function that represents the shape of arches and hanging cables, for example
- An acronyn for the order of operations
10 Clues: 3.14 • Half of the diameter • An acronyn for the order of operations • A shape with the volume as Pi x R squared x H/3 • A circle measurement derived from 2 x Pi x R or Pi x D • The longest side of a triangle oppostie the right angle • A box shape with 6 faces and edges that might not be the same length • ...
Mathematics 2025-10-02
Across
- the study of relationships between sides and angles of triangles
- Pair of equations has no solutions and also its inconsistent
- a number that can't be written in the form of p/a where p and q are integers and q is not equal to 0
- a line that intersects the circle at two points
- a theorem that proves that the pair of shapes has the same shape ( not necessarily the same size)
Down
- Longest side of a right angled triangle
- the distance of a point from y-axis
- a polynomial that has a degree 2
- a triangle whose all three sides are equal
- a line that intersects the circle at one point
10 Clues: a polynomial that has a degree 2 • the distance of a point from y-axis • Longest side of a right angled triangle • a triangle whose all three sides are equal • a line that intersects the circle at one point • a line that intersects the circle at two points • Pair of equations has no solutions and also its inconsistent • ...
Adv. Algebra 1 Vocab Quiz: Radicals and Rationals 2023-05-08
Across
- Integers that can be the sides of a right triangle
- the ratio of the opposite side to the adjacent side
- the ratio of the opposite side to the hypotenuse
- a function that has variables in the denominator
- the sides of a right triangle that form the right angle
- the shortest path between two points
- a line that a graph approaches but (usually) does not touch
- the longest side of a right triangle and is opposite the right angle
- the comparison of sides as they relate to an acute angle in a right triangle
- values that cannot be used in a function
Down
- the term multiplied to cancel radicals
- the study of right triangles
- the theorem used to find missing measures of a right triangle when 2 sides are known
- the number multiplied by itself to get a desired product
- the number under the radical
- the ratio of the adjacent side to the hypotenuse
- what we do to a denominator when it contains a radical that cannot simplify
- finding all the missing measures of a triangle
18 Clues: the study of right triangles • the number under the radical • the shortest path between two points • the term multiplied to cancel radicals • values that cannot be used in a function • finding all the missing measures of a triangle • the ratio of the opposite side to the hypotenuse • a function that has variables in the denominator • ...
Polygons Review 2025-01-29
Across
- A --- is a polygon which has four sides.
- A --- is a quadrilateral with all sides equal in length.
- A --- triangle has no equal sides.
- The 'third' side of an isosceles triangle is called the ---.
- A --- is a parallelogram with right angled corners.
- The --- angles are inside a triangles.
- The angle at the apex is called the --- angle.
- Each corner of a polygon is called a ---.
Down
- A --- is a rectangle with all sides equal in length.
- A --- is a polygon with three sides.
- A --- is a closed plane figure which has only straight line sides which do not cross.
- A --- is a quadrilateral which has opposite sides parallel.
- An --- triangle has three equal sides.
- A --- is a quadrilateral with one pair of opposite sides parallel.
- If we extend any side of a triangle, we can also create --- angles which are outside the triangle.
- An -- triangle has at least two equal sides.
- The vertex between the equal sides is called the ---.
- A --- is a quadrilateral with two pairs of adjacent sides equal in length.
18 Clues: A --- triangle has no equal sides. • A --- is a polygon with three sides. • An --- triangle has three equal sides. • The --- angles are inside a triangles. • A --- is a polygon which has four sides. • Each corner of a polygon is called a ---. • An -- triangle has at least two equal sides. • The angle at the apex is called the --- angle. • ...
Properties of Midsegments 2012-10-22
Across
- A quadrilateral with only 1 pair of parallel sides is a _________.
- when something has the same size, same shape, and or measures it is _________.
Down
- When a line, ray, or segment is side by side and never cross paths it is ________.
- A figure with 3 sides and 3 angles is a ________.
- The equation to find a midsegment is _________.
- A segment connecting 2 midpoints in a triangle
- The three midsegments of a triangle divide into ____ congruent triangles
7 Clues: A segment connecting 2 midpoints in a triangle • The equation to find a midsegment is _________. • A figure with 3 sides and 3 angles is a ________. • A quadrilateral with only 1 pair of parallel sides is a _________. • The three midsegments of a triangle divide into ____ congruent triangles • ...
hard 2024-06-24
Across
- A literary device that uses exaggeration for effect
- The phenomenon where light bends as it passes from one medium to another
- A scientific theory that explains evolution through natural selection
Down
- The branch of mathematics dealing with the relationships between the sides and angles of triangles
- The SI unit of electric current
- The process by which plants convert light energy into chemical energy
- A literary device that repeats the same word or phrase at the beginning of successive clauses
7 Clues: The SI unit of electric current • A literary device that uses exaggeration for effect • The process by which plants convert light energy into chemical energy • A scientific theory that explains evolution through natural selection • The phenomenon where light bends as it passes from one medium to another • ...
math 2020-09-30
5 Clues: said “Number rules the Universe” • was the Prince of Indian Mathematics • is the most famous theory of triangles in geometry • longest side of a right angled triangle is called as Hypotenuse • is the number you get when you multiply all of the numbers on a telephone number pad
Kinds of triangle 2023-02-08
Across
- -a triangle with two sides of equal length
- -is a triangle in which one of the interior angles measure more than 90 degrees
- - a triangle in which one angle is a right angle
Down
- -are also called acute-angled triangles
- -all three angles are congruent and are equal to 60 degrees
- -a triangle whose all three sides have different length and all three angles are measures
6 Clues: -are also called acute-angled triangles • -a triangle with two sides of equal length • - a triangle in which one angle is a right angle • -all three angles are congruent and are equal to 60 degrees • -is a triangle in which one of the interior angles measure more than 90 degrees • ...
Math II Crossword Puzzle 2023-06-01
Across
- What theorem states that the mid-segment of a triangle is parallel to the third side of the triangle and is half of the length of the third side of a triangle?
- What is a polygon called when it has seven sides?
- A ___________ is an exponent that is written as a fraction
- Two angles whose measurements add up to 90 degrees
- What kind of form is this? y=ax^2 + bx +c
- Two lines that intersect to form four right angles
- What kind of variation is it when as the independent value increases the dependent value decreases (as the independent value decreases the dependent value increases); it has the opposite affect
- Two overlapping angles that share a common side and common vertex
- What is it called when the y -values are being multiplied by a number between 0 and 1, so they move closer to the x -axis.
- What is the postulate you should use when you have three pairs of corresponding sides?
- What form is it when an expression involves a rational exponent, we can rewrite it in ____________
- What kind form is this? y = a(x-h)^2 + k
- What theorem can we use to help find a missing side if we have two of the sides of a triangle?
- What kind of triangle is it when the triangles have the same size and the same shape?
- A line, segment, or ray that hits a a vertex and cuts the angle into two congruent triangles
- A mathematical expression that is the sum of exactly two terms
- What kind of trigonometric function do you use if you have two sides of a triangle and need to find an angle?
- What kind of angle is it when two angles whose measurements add up to 180 degrees
- What theorem says that the sum of the lengths of any two sides must be greater than the length of the third side?
- Consists of two endpoints and all points of the line between the two endpoints
Down
- A _________ is a segment that connects two non-consecutive vertices in a polygon
- What is the line that cuts through the vertex
- What kind of angle is this? when two lines cut by a transversal for opposite inside angles
- What is a line that intersects two or more other lines
- Lines that never intersect, they go in the same direction, are the same distance apart, and have the same slope
- What are the values called that we can substitute in for X
- A mathematical expression that is the sum of one or more terms
- What kind of angle is this? when two liens cut by a transversal form opposite outside angles
- What is it called when a base graph is multiplied by a certain factor that is greater than 1.
- A geometric figure made up of two rays that have a common endpoint called the vertex
- An infinitely thin and infinitely long collection of points extending in two opposite forms
- What is the proof for when corresponding parts of congruent triangles are congruent?
- What kind of triangle is if corresponding sides are proportional and corresponding angles are congruent?
- What kind of variation is it when the independent value increases (or decreases) the dependednt value increases (or decreases); it has the same affect
- What are the values called that correspond to each of the x-values in the domain
- What is it called when any point equidistant from the endpoints of a segment is on the perpendicular bisector of the segment
- What is a polygon called when it has nine sides?
- What is the point in the middle of a line segment
- Two adjacent angles whose uncommon opposite sides form opposite rays
- What is the postulate you should use when you have two pairs of corresponding congruent sides and a corresponding included congruent angle?
40 Clues: What kind form is this? y = a(x-h)^2 + k • What kind of form is this? y=ax^2 + bx +c • What is the line that cuts through the vertex • What is a polygon called when it has nine sides? • What is a polygon called when it has seven sides? • What is the point in the middle of a line segment • Two angles whose measurements add up to 90 degrees • ...
Lesson 9 vocab-math 2024-02-15
Across
- a fugier made up of triangles, squre, rectangle,and other two-dimensional figures
- two angles whose measures hve a sum of 90 degrees
- opposite angles formed by the intersection of two lines
- the distance around a circle
Down
- two angles that share a common side and have the saame vertex
- the distance across a circle through the center
- the point inside a circle that is the same distances from all points on the circle
- the set of all points in a plane that are the same distances from poimt called the center
- the distance from the center of a circle to any point on the circle
9 Clues: the distance around a circle • the distance across a circle through the center • two angles whose measures hve a sum of 90 degrees • opposite angles formed by the intersection of two lines • two angles that share a common side and have the saame vertex • the distance from the center of a circle to any point on the circle • ...
Geometry Vocab Review 2024-01-26
Across
- When the premise and the conclusion are switched.
- The _________ Theorem allows us to find missing side lengths of right triangles.
- When you negate both the premise and the conclusion, AND you switch them.
- When you negate both the premise and the conclusion.
- This type of number can be expressed as a ratio of two integers.
Down
- A ___________ is a parallelogram with four right angles, the diagonals bisect, and opposite sides are congruent.
- If a parallelogram is a rhombus, the its diagonals are __________.
- This type of number will be decimal that does not terminate or repeat.
- A quadrilateral with both pairs of opposite sides parallel.
9 Clues: When the premise and the conclusion are switched. • When you negate both the premise and the conclusion. • A quadrilateral with both pairs of opposite sides parallel. • This type of number can be expressed as a ratio of two integers. • If a parallelogram is a rhombus, the its diagonals are __________. • ...
Civilizations and Sumer 2025-09-24
Across
- Sumer relied on a complex _________ system to water their farms
- Important Sumerian artisans who made tools, weapons, and jewelry
- to make planting easier, Sumerians invented the _______
- the lowest social class in Sumer
- the term for inventing new things or new ways of doing things
- Sumer's written language, made up of triangles stamped into clay
- the way people living in a civilization are divided into social classes is called a social ______________
- Sumerian kings employed _____________ to rule faraway towns
- Sumerian kings enforced laws and collected _______
Down
- Sumerian place of worship, where gods were believed to live within
- civilizations must have a set of __________ enforced by a leader
- art is how people __________ themselves
- Sumerians invented this not for transportation but to use in making pottery
- Sumer's middle class included __________ and fishers, as well as merchants
- a small string instrument popular with Sumerian musicians
- to have a true civilization, your food supply must be ____________
- civilizations must have a way of keeping written ____________
- a set of beliefs usually involving gods and rules for worship
18 Clues: the lowest social class in Sumer • art is how people __________ themselves • Sumerian kings enforced laws and collected _______ • to make planting easier, Sumerians invented the _______ • a small string instrument popular with Sumerian musicians • Sumerian kings employed _____________ to rule faraway towns • ...
COSSOS GEOMÈTRICS_G3 2017-11-16
Across
- El punt en comú de dos costats d'un angle.
- el que obtenim quan girem una figura plana al voltant d’un eix de gir
- Poliedre que té una cara que és un polígon qualsevol, la base, i les altres cares del qual són triangles que tenen un vèrtex comú.
- és la regió de l’espai limitada per quatre o més polígons, que
- les seves cares.
Down
- elements bàsic d’un prisme
- és l’àrea lateral més l’àrea del cercle de la base:
7 Clues: les seves cares. • elements bàsic d’un prisme • El punt en comú de dos costats d'un angle. • és l’àrea lateral més l’àrea del cercle de la base: • és la regió de l’espai limitada per quatre o més polígons, que • el que obtenim quan girem una figura plana al voltant d’un eix de gir • ...
COSSOS GEOMÈTRICS_G3 2017-11-16
Across
- elements bàsic d’un prisme
- El punt en comú de dos costats d'un angle.
- és l’àrea lateral més l’àrea del cercle de la base:
Down
- Poliedre que té una cara que és un polígon qualsevol, la base, i les altres cares del qual són triangles que tenen un vèrtex comú.
- és la regió de l’espai limitada per quatre o més polígons, que
- el que obtenim quan girem una figura plana al voltant d’un eix de gir
- les seves cares.
7 Clues: les seves cares. • elements bàsic d’un prisme • El punt en comú de dos costats d'un angle. • és l’àrea lateral més l’àrea del cercle de la base: • és la regió de l’espai limitada per quatre o més polígons, que • el que obtenim quan girem una figura plana al voltant d’un eix de gir • ...
Cubism Crossword 2023-10-01
Across
- an influential art style defined by its revolutionary method of depicting three-dimensional reality through geometrical shapes
- Cubist artists did not care if their artwork looked this way
- a french painter credited as the co-creator of Cubism
Down
- credited with creating the art movement cubism
- masks inspired the cubism art movement
- a rough or unfinished drawing or painting, often made to assist in making a more finished picture.
- made up of shapes such as squares, triangles, or rectangles
7 Clues: masks inspired the cubism art movement • credited with creating the art movement cubism • a french painter credited as the co-creator of Cubism • made up of shapes such as squares, triangles, or rectangles • Cubist artists did not care if their artwork looked this way • ...
