Geometry Worksheet

What is the measure of the obtuse angle in this figure?

• 25°

• 51°

• 129°

• 180°

Two triangles are connected. What is the value of x?

• A) 55°

• B) 50°

• C) 45°

• D) 40°

Angles B and W are supplementary. Angle B has a measure of (4x + 16)°. Angle W has a measure of 68°. What is the value of x?

• A) 13

• B) 24

• C) 28

• D) 42

Arnold correctly calculates the measure of angle w shown in the figure. What is Arnold’s answer?

• A) 40°

• B) 50°

• C) 60°

• D) 90°

A portion of a road map is shown in the figure. What is the measure of angle P?

• A) 40°

• B) 50°

• C) 90°

• D) 140°

The image shows angles M, N, and P. Angles N and P are complementary. If angle M is equal to 115°, what is the measure of angle P?

• 25°

• 45°

• 55°

• 65°

Angles Q and R are vertical angles. Angle Q has a measure of (2x + 12)°. Angle R has a measure of 44°. What is the value of x?

• 16

• 17

• 44

• 62

Consider the figure, where RU and VT are lines. Which statement about the measure of angle TSU is true?

• An equation to find the value of x is 126 + 2x + 8 = 90, and the measure of angle TSU is 14°.

• An equation to find the value of x is 126 + 2x + 8 = 90, and the measure of angle TSU is 36°.

• An equation to find the value of x is 126 + 2x + 8 = 180, and the measure of angle TSU is 23°.

• An equation to find the value of x is 126 + 2x + 8 = 180, and the measure of angle TSU is 54°.

In the diagram, ∠CBE and ∠DBE are complementary angles. What is the measure of ∠DBE?

• A) 38°

• B) 48°

• C) 128°

• D) 138°

Two lines AB and CD intersect at O as shown. What is the measure of ∠AOC?

• 35°

• 54°

• 65°

• 115°