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Bisectors, Midpoint, Congruent Segments
Classifying Angles
Area
Midpoint and Distance
Pythagorean Theorem
100
You use these to construct bisectors, midpoints, and congruent segments
What is a compass and straight edge
100
An angle less than 90 degrees
What is an acute angle?
100
The formula to find the area of a square or rectangle
What is bh
100
These are what you use to find midpoint or distance.
What are endpoints
100
What is the pythagorean theorem?
What is a2+b2=c2
200
You only need to label one point on both of these
What is a midpoint and bisector?
200
An angle that is greater than 90 degrees but less than 180.
What is an obtuse angle?
200
the formula for a triangle
What is bh/2
200
What is the midpoint formula?
What is x+x/2, y+y/2
200
Uses for pythagorean theorem
What is finding right triangles and finding side lengths.
300
You need to label two points on this one.
What is a congruent segment?
300
An angle that measures exactly 90 degrees
What is a right angle?
300
The formula of a trapezoid
What is (b+b)h/2
300
The distance formula
What is sqrt((x-x)2+(y-y)2)
300
What are the three types of transformations.
What is rotation, reflection, and translation
400
This segment is exactly the same length as the original.
What is a congruent segment?
400
An angle that measures exactly 180 degrees.
What is a straight angle?
400
The formula for a circle
What is pir2
400
Find the midpoint of (2,3) and (2,5)
What is (2, 4)
400
a translation
What is a slide or movement.
500
This segment cuts an angle exactly in half.
What is a bisector?
500
Angles that appear opposite than each other when two lines intersect
What are vertical angles.
500
The area of a circle with radius of 2
What is 4pi
500
Find the distance between (2,3) and (2,5)
What is 2.
500
What is a rotation
What is a turn or movement around a certain point