The measure of the complement of the angle \( x^{\circ} \) is (Type an expression using \( x \) as the variable.)

The measure of the complement of the angle \( x^{\circ} \) can be found using the formula for complementary angles, which asserts that two angles are complementary if they add up to \( 90^{\circ} \). Therefore, the measure of the complement of angle \( x^{\circ} \) is expressed as \( 90^{\circ} - x^{\circ} \). In the world of geometry and trigonometry, understanding complementary angles is not just a theoretical exercise; it has practical implications in fields like architecture and engineering, where right angles and precise measurements are crucial for ensuring stability and aesthetics in structures. So, the next time you design something, remember to keep those complementary angles in mind!