Special
Names of Angles
Solve for x.
How Do I Solve?
Random
100

∠5 and ∠7?

Linear or Adjacent

100

Find the value of x. 

x = 18

100

Identify if the angles are congruent or supplementary, and write the equation to solve. 

Supplementary, 5x + 35 + 45 = 180

100

Write the equation that would help you solve for n and the length of RS and RT


 

5n + 30 = 9n - 5 

200

∠5 and ∠1

Corresponding Angles

200

Find the value of x.

x = 40

200

Identify if the angles are congruent or supplementary, and write the equation to solve.

Congruent, 4x + 10 = 8x - 25

200

Write the equation to solve for x if angle ADC is 86 degrees.

 

(x + 7) + (2x + 19) = 86

300
∠6 and ∠3
Alternate Interior Angles
300

Find the value of x.

x = 7

300

Identify if the angles are congruent or supplementary, and write the equation to solve. 

Supplementary, 3x - 10 + 5x + 30 = 180

300

If the lines below are parallel, what is true about their point of intersection.

If the lines are parallel, they will never intersect.

400
∠1 and ∠8
Alternate Exterior Angles
400

Find the value of x. (a is parallel to b)

x = 35

400
Identify if the angles are congruent or supplementary, and write the equation to solve. (If solving for x)
Congruent, 17x - 70 = 2x + 5
400

What are the measurements of <2, 3, and 4 given, m<1 = 50 degrees?



∠2=130° ∠3=50° ∠4=130°

500

∠8 and∠5

Vertical Angles

500

Find the value of x. 

x = 35

500

Identify if the angles are congruent, supplementary or have no relationship, and write the equation to solve. (If solving for y)

no relationship, 125 = 7y + 27

500

Write the equation you would use to solve for x. Once finished, solve for x.

(5x + 43) + (3x + 3) = 180

x=16.75

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