Name the Figure
Angles and Angle Pairs
Addition Postulates
Polygons
Transformations
100

See Figure 1:

Point R

100

A 90 degree angle is called...

Right angle

100

Point U is on Segment TV. Segment UV measures 20 inches. Segment TV measures 32 inches. What is the measure of Segment TU?

12

100

Classify a three sided polygon.

Triangle

100

A shape is FLIPPED over the y-axis. What is that transformation called?

Reflection

200

See Figure 2:

Segment EF

200
A 135 degree angle is called...

Obtuse angle

200

Angle ABD and Angle DBC are adjacent. Angle ABD measures 120 degrees. Angle ABC measures 157 degrees. What is the measure of Angle DBC?

37

200

Find the area of a triangle with a height of 5 inches and a base that measures 6 inches. 

15 inches squared

200

A shape rotates two turns to the left around the origin. How many degrees was that rotation?

180 degrees

300

See Figure 3:

Ray LK

300

Two angles that add up to 180 degrees are called...

Supplementary angles

300

Point B is on Segment AC. Segment AB measures 9x+7. Segment BC measures -3x+20. Segment AC measures 39. Solve for x. 

x = 2

300

Find the area of Figure 6:

49 inches squared

300

Identify the translation vector used in Figure 9:

<0, -4>

400

See Figure 4:

Plane LMN

400

Two angles that have the same measure are called...

Congruent angles

400

Ray AB is the angle bisector of Angle CAD. Angle CAB measures 33 degrees. Angle BAD measures 4x+1. Solve for x. 

x = 8

400

Find the Area of Figure 7: 

21 cm squared

400

Identify the translation vector used in figure 10:

<5, -4>

500

Name Figure 5 three different ways:

Angle ABC

Angle CBA

Angle B

500

Two angles across from each other created by the intersection of two lines. They only share a vertex. They are congruent to each other.

Vertical Angles

500

Angle ABC and Angle CBD are Supplementary Angles. Angle ABC measures 4n+22. Angle CBD measures 8n-10. Solve for n.

n = 14

500

Find the Area of Figure 8:

196 m squared

500

Identify the sequence of transformations used in Figure 11: 

Reflection and a Translation