Find the measure of the complementary angle and the supplementary angle

The measure of the complementary angle of the angle is
The measure of the supplementary angle of the angle is

Ask by Morgan Norris. in the United States

Mar 24,2025

Question

Find the measure of the complementary angle and the supplementary angle

The measure of the complementary angle of the angle is
The measure of the supplementary angle of the angle is

Ask by Morgan Norris. in the United States

Mar 24,2025

UpStudy AI · Accepted Answer

**Step 1: Find the Complementary Angle**

The complementary angle $$ C $$ is defined by the equation
$$
24^{\circ} + C = 90^{\circ}.
$$
Subtract $$ 24^{\circ} $$ from both sides to solve for $$ C $$:
$$
C = 90^{\circ} - 24^{\circ} = 66^{\circ}.
$$

**Step 2: Find the Supplementary Angle**

The supplementary angle $$ S $$ is defined by the equation
$$
24^{\circ} + S = 180^{\circ}.
$$
Subtract $$ 24^{\circ} $$ from both sides to solve for $$ S $$:
$$
S = 180^{\circ} - 24^{\circ} = 156^{\circ}.
$$

**Final Answers**

- The measure of the complementary angle of the $$24^{\circ}$$ angle is $$66^{\circ}$$.
- The measure of the supplementary angle of the $$24^{\circ}$$ angle is $$156^{\circ}$$.
The complementary angle is $$66^{\circ}$$ and the supplementary angle is $$156^{\circ}$$.

Find the measure of the complementary angle and the supplementary angle

The measure of the complementary angle of the angle is
The measure of the supplementary angle of the angle is

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Find the measure of the complementary angle and the supplementary angle The measure of the complementary angle of the angle is The measure of the supplementary angle of the angle is

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Find the measure of the complementary angle and the supplementary angle

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