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

Question

Responses

90°
90 degrees

150°
150 degrees

120°
120 degrees

75°
75 degrees

Answer 1

None of the options provided are correct.

Let's denote the two vertical angles as A and B.

Since vertical angles are congruent, we can set up the equation:

A + B = 300°

To solve for the measure of each angle, we need an additional piece of information or equation.

Answer 2

just pick one

Answer 3

If we assume one of the angles has a measure of 90°, we can solve for the other angle using the equation A + B = 300°.

Let's say Angle A = 90°.
Using the equation, we can substitute A = 90°:

90° + B = 300°

Now, subtract 90° from both sides to isolate B:

B = 300° - 90°
B = 210°

So, if one angle measures 90°, then the other angle measures 210°.

Answer 4

a b c or d

Answer 5

c) 120°