Find the measure of the complement and the supplement of $62^{\circ}$.
What is the measure of the complement of $62^{\circ}$ ?
$28^{\circ}$
What is the measure of the supplement of $62^{\circ}$ ?
Answer
Final Answer: The measure of the complement of \(62^{\circ}\) is \(\boxed{28^{\circ}}\) and the measure of the supplement of \(62^{\circ}\) is \(\boxed{118^{\circ}}\).
Step 1 ：Let the given angle be \(62^{\circ}\).
Step 2 ：The complement of an angle is defined as \(90^{\circ}\) minus the angle. So, the complement of \(62^{\circ}\) is \(90^{\circ} - 62^{\circ} = 28^{\circ}\).
Step 3 ：The supplement of an angle is defined as \(180^{\circ}\) minus the angle. So, the supplement of \(62^{\circ}\) is \(180^{\circ} - 62^{\circ} = 118^{\circ}\).
Step 4 ：Final Answer: The measure of the complement of \(62^{\circ}\) is \(\boxed{28^{\circ}}\) and the measure of the supplement of \(62^{\circ}\) is \(\boxed{118^{\circ}}\).
