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Corresponding Angles are angles that ...
are across from one another.
are in the same position.
share a common vertex.
The image above is an example of what type of angles?
The distance around a circle is known as...
The two lines above are known as...
A shape having three of more straight sides is called a...
Which one of the following is a RAY?
What type of triangle has two congruent (equal) sides and two congruent (equal) angles?
What is the definition of diameter?
the size a surface takes up.
the distance around a circle.
the distance from the center of a circle to its circumference.
a straight line passing through the center of a circle
to touch both sides of the circumference.
What type of triangle is shown above?
What is a solid three-dimensional shape with two identical, parallel polygon bases?
A line is...
a line of indefinite length extending from an end point in one direction
a straight one-dimensional figure of infinite length extending in both directions
section of a line, bounded by two endpoints
a defined position in space
When two or more figure have the same shape and the same size, they are...
When a polygon has all equal sides and all equal angles, it is called a...
What is volume?
the amount of space occupied by an object
the size a surface takes up
total area of the surface of a three-dimensional object
distance around the outside of a shape, calculated by
adding the length of all sides together
Two angles whose sum is 90º are called what?
The ratio of the circumference of a circle to its diameter,
which is approximately 3.14159 is called...
Lines that intersect at a 90 degree angle are what type of lines?
What type of 3D figure has six congruent square faces?
When figures have the same shape but not necessarily the same size, they are called...
The image above is a...
A line that intersects (cuts thru) two or more lines
A HEXAGON has how many sides?
A polygon with 8 sides.
Which triangle has two congruent sides?
What do we measure angles with?
Angles that are directly across from one another are...