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Conversion of the angles to degrees and radians are:

1) 0°

2) 30°

3) π/4 radians

4) 60°

5) π/2 radians

6) 180°

7) 7π/4 radians

8) 240°

9)270°

10) 7π/6 radians

How to convert radians to degrees?

The formula to convert 1 radians to degrees is:

1rad × 180/π

Thus:

1) 0 Radians = 0 rad × 180/π

= 0°

2) π/6 radians = π/6 × 180/π

= 30°

3) Angle is 45°

Thus:

45° × π/180 = π/4

4) π/3 radians = π/3 × 180/π

= 60°

5) Angle is 90°

Thus:

90° × π/180 = π/2

6) π radians = π × 180/π

= 180°

7) Angle is 315°

Thus:

315° × π/180 = 7π/4 radians

8) 4π/3 radians = 4π/3 × 180/π

= 240°

9) 3π/2 radians = 3π/2 × 180/π

= 270°

10) Angle is 210°

Thus:

210° × π/180 = 7π/6 radians

User Drakalex
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