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Complementary Angles worksheet with geometric diagrams and angle measurements for practice.

Worksheet titled "Complementary Angles" with 12 diagrams showing angles and spaces to calculate their complementary angles.

Worksheet titled "Complementary Angles" with 12 diagrams showing angles and spaces to calculate their complementary angles.

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Show Answer Key & Explanations Step-by-step solution for: Complementary, Supplementary, Vertical Angle Worksheets
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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. ∠FGH = ?
Given: One angle is 28°
> ∠FGH = 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. ∠MRS = ?
Given: One angle is 70°
> ∠MRS = 90° − 70° = 20°

Answer: 20°

---

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

Answer: 36°

---

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

Answer: 75°

---

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

Answer: 30°

---

#### i. ∠DCA = ?
Given: One angle is 43°
> ∠DCA = 90° − 43° = 47°

Answer: 47°

---

#### j. ∠XZY = ?
Given: One angle is 25°
> ∠XZY = 90° − 25° = 65°

Answer: 65°

---

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

Answer: 59°

---

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

Answer: 22°

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Final Answers:



| Letter | Angle | Measure |
|--------|--------------|---------|
| a | ∠ABC | 53° |
| b | ∠FGH | 62° |
| c | ∠LJK | 38° |
| d | ∠NMP | 44° |
| e | ∠MRS | 20° |
| f | ∠VWU | 36° |
| g | ∠KLN | 75° |
| h | ∠RQS | 30° |
| i | ∠DCA | 47° |
| j | ∠XZY | 65° |
| k | ∠ABG | 59° |
| l | ∠YLI | 22° |

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📝 Summary


All these angles are complementary, meaning they form a right angle (90°) when added together. We simply subtracted each given angle from 90° to find its complement.

Let me know if you'd like a printable version or explanation for any specific diagram!
Parent Tip: Review the logic above to help your child master the concept of supplementary angle worksheet.
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