📐 Part 1: Angle Classification

1. Match each angle measurement to its correct type:

45°

Right angle

90°

Acute angle

135°

Obtuse angle

180°

Straight angle

2. A full rotation is equal to:

180°

270°

360°

90°

3. Which of these angles are less than 90°? (Tick all that apply)

45°

120°

30°

85°

4. The corner of a book is an example of a __________ angle.

Answer: ____________________

📏 Part 2: Measuring and Drawing

5. Use your protractor to measure these angles. Write the measurement and classify each angle.

Angle A: Measurement: _______° Type: _______________

Angle B: Measurement: _______° Type: _______________

Angle C: Measurement: _______° Type: _______________

6. Draw and label the following angles in the space below:

a) A 60° acute angle

b) A 120° obtuse angle

c) A 90° right angle

7. Complete the fraction connections:

a) A right angle (90°) is _______ of a full turn.

b) A straight angle (180°) is _______ of a full turn.

c) Three-quarter turn is _______° or _______ of a full turn.

🌟 Part 3: Real-World Angles

8. Give three examples of where you might see right angles in everyday life:

9. If you turn clockwise from facing north to facing east, you have turned through:

45°

90°

180°

270°

10. Explain why understanding angles is important in architecture or building design:

Classifying and Measuring Angles

Classifying and Measuring Angles

📐 Part 1: Angle Classification

📏 Part 2: Measuring and Drawing

🌟 Part 3: Real-World Angles

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