One-Step Equations
Two-Step Equations
One-Step Inequalities
Two-Step inequalities
Vertical and Adjacent Angles
Complementary and Supplementary Angles
100

x+5=12

x=7

100

2x+3=11

x=4

100

x+4>10

x>6

100

2x+3>11

x>4

100

If two vertical angles measure 50∘ each, what is the measure of one angle?

50 

100

Two angles are complementary. If one angle is 30∘, what is the measure of the other angle?

60∘

200

y−9=14

y=23

200

3y−5=16

y=7

200

y−7≤12

y≤19

200

3y−5≤16

y≤7

200

If one angle in a pair of adjacent angles is 40∘ and the total is 90∘, what is the measure of the other angle?

50∘

200

Two angles are supplementary. If one angle is 110∘, what is the measure of the other angle?

70∘

300

6z=42

z=7

300

5z+8=33

z=5

300

5z≥20

z≥4

300

4z+8≥20

z≥3

300

Two vertical angles are equal. If one angle measures 3x+10 and the other is 40∘, what is x?

x=10

300

A complementary angle pair includes one angle that measures 4x and another that measures x+10. What is the value of x?

x=16

400

a/8=5

a=40

400

a/4+6=10

a=16

400

a/3<9

a<27

400

a/5−2<6

a<40

400

Two adjacent angles form a straight line. One angle is 5x and the other is 3x+20. What is the value of x?

x=20

400

Two supplementary angles are given as 3x+5 and 2x+15. What is the value of x?

x=32

500

2b/3=10

b=15

500

2b/5−3=7

b=25

500

2b/5≥8

b≥20

500

2b/7+3≥10

b≥24.5

500

Two vertical angles are given as 2x+15 and 4x−5. Find the value of x and the measure of each angle.

x=10, each angle is 35∘

500

The measure of one angle is five times its complement. What is the measure of both angles?

15∘ and 75∘

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