Question

Выразить в градусах.3pi/7; 6pi/5; 3pi

Answer 1

3π/7=3π/7*180/π=3*180/7≈154°
6π/5=6π/5*180/π=216
3π=3π*180/π=540°

Answer 2

Expressing Angles in Degrees

To express the angles 3π/7, 6π/5, and 3π in degrees, we can use the conversion formula:

Degrees = (Radians * 180) / π Let's calculate the values:

1. 3π/7: - Degrees = (3π/7 * 180) / π - Simplifying, we get: Degrees = (540/7) ≈ 77.14 degrees

2. 6π/5: - Degrees = (6π/5 * 180) / π - Simplifying, we get: Degrees = (216/5) ≈ 43.2 degrees

3. 3π: - Degrees = (3π * 180) / π - Simplifying, we get: Degrees = 540 degrees

Therefore, the angles 3π/7, 6π/5, and 3π can be expressed in degrees as approximately 77.14 degrees, 43.2 degrees, and 540 degrees, respectively.

Please note that the values provided are approximate due to rounding.

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