The equation for the measures of the angles is:
(x+3)° + (4x-2)° = °
Question
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)° + (
)° =
°
3 answers
since complementary angles add to 90°, the equation would be
(x+3)° + (4x-2)° = 90°
(x+3)° + (4x-2)° = 90°
Correct! The equation for the measures of the complementary angles is:
(x+3)° + (4x-2)° = 90°
(x+3)° + (4x-2)° = 90°