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🔷 Understanding Complementary Angles


Two angles are complementary if their measures add up to 90 degrees.
So, if one angle is given, the other complementary angle can be found using:

> Complementary Angle = 90° − Given Angle

We’ll apply this formula to each part of the worksheet.

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Solving Each Part



#### a. ∠ABC = ?
Given: One angle is 37°, and it forms a right angle (90°) with ∠ABC.
So:
> ∠ABC = 90° − 37° = 53°

Answer: 53°

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#### b. ∠PNO = ?
Given: One angle is 28°, and they form a right angle.
> ∠PNO = 90° − 28° = 62°

Answer: 62°

---

#### c. ∠LJK = ?
Given: One angle is 52°
> ∠LJK = 90° − 52° = 38°

Answer: 38°

---

#### d. ∠NMP = ?
Given: One angle is 46°
> ∠NMP = 90° − 46° = 44°

Answer: 44°

---

#### e. ∠PRS = ?
Given: One angle is 70°
> ∠PRS = 90° − 70° = 20°

Answer: 20°

---

#### f. ∠VWU = ?
Given: One angle is 54°
> ∠VWU = 90° − 54° = 36°

Answer: 36°

---

#### g. ∠KLT = ?
Given: One angle is 15°
> ∠KLT = 90° − 15° = 75°

Answer: 75°

---

#### h. ∠RQS = ?
Given: One angle is 60°
> ∠RQS = 90° − 60° = 30°

Answer: 30°

---

#### i. ∠DCE = ?
Given: One angle is 23°
> ∠DCE = 90° − 23° = 67°

Answer: 67°

---

#### j. ∠CDA = ?
Given: One angle is 18°
> ∠CDA = 90° − 18° = 72°

Answer: 72°

---

#### k. ∠EFG = ?
Given: One angle is 31°
> ∠EFG = 90° − 31° = 59°

Answer: 59°

---

#### l. ∠FEL = ?
Given: One angle is 68°
> ∠FEL = 90° − 68° = 22°

Answer: 22°

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Final Answers Summary:



| Letter | Angle | Measure |
|--------|-------------|---------|
| a | ∠ABC | 53° |
| b | ∠PNO | 62° |
| c | ∠LJK | 38° |
| d | ∠NMP | 44° |
| e | ∠PRS | 20° |
| f | ∠VWU | 36° |
| g | ∠KLT | 75° |
| h | ∠RQS | 30° |
| i | ∠DCE | 67° |
| j | ∠CDA | 72° |
| k | ∠EFG | 59° |
| l | ∠FEL | 22° |

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📌 Explanation Recap:


- All these problems involve finding the missing angle in a pair of complementary angles.
- Since complementary angles sum to 90°, subtract the given angle from 90° to get the missing one.
- The diagrams show a right angle split into two parts — one labeled, one not — so the unlabeled one is the complement.

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Parent Tip: Review the logic above to help your child master the concept of complementary and supplementary worksheet.
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