Question

if an angle measures ( x^circ ), how can its complement be represented?
the measure of an angle that is the complement of ( x^circ ) is ( \boxed{}^circ ).

Explanation:

Step1: Recall Complementary Angles Definition

Complementary angles sum to \( 90^\circ \). Let the complement be \( y \). So, \( x + y = 90 \).

Step2: Solve for the Complement

Rearrange the equation: \( y = 90 - x \). So the complement of \( x^\circ \) is \( (90 - x)^\circ \).

Answer:

The measure of the complement of \( x^\circ \) is \( \boldsymbol{90 - x} \) degrees.