The sum of measures of two vertical angles is 300 . solve for the measure of each angle. (1 point)

Question

A.150
B. 90
C.120
D. 75

Answer 1

Vertical angles are equal, which means that if the sum of the measures of the two vertical angles is 300 degrees, we can express the angles as $x$ and $x$ (since they are equal). Thus, we can set up the following equation:

$$x+x=300$$

This simplifies to:

$$2x=300$$

Now, divide both sides by 2:

$$x=150$$

Therefore, the measure of each angle is $150$ degrees.

The answer is: A. 150.