A figure displays two adjacent complementary angles with measures (x+3)° and (4x−2)° . What is the equation of the angles measures?(1 point)
(x+3)° + (___)° =___ °
To find the measure of the complementary angle, we need to add 90 degrees to the given angle.
So the equation for the angle measures would be:
(x+3)° + (90 - (x+3))° = 90°
Simplifying this equation, we get:
x + 3 + 90 - x - 3 = 90
The x and -x terms will cancel out, and we are left with:
90 = 90
So the equation is 90° = 90°