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how to find the degree and the radian of 5/6 counterclockwise revolution of angle?
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Asked 11/4/2008 9:12:22 AM
Updated 5/12/2025 6:28:47 AM
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User: how to find the degree and the radian of 5/6 counterclockwise revolution of angle?

Weegy: Is this algebra or calculus?

User: trigonometry

Weegy: use the Pythagorean theorem

User: give your solution

Weegy: Pythagorean Theorem a2 + b2 = c2 a = side opposite b = side adjacent c = hypotenuse

Question
Asked 11/4/2008 9:12:22 AM
Updated 5/12/2025 6:28:47 AM
1 Answer/Comment
This conversation has been flagged as incorrect.
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3
To find the degree and radian measure of a 5/6 counterclockwise revolution, follow these steps:
Convert to degrees:
One full revolution is 360°.
Degrees = (5/6) × 360° = 300°
Convert to radians:
One full revolution is 2n radians.
Radians = (5/6) × 2n = 5n/3 radians
So, 5/6 of a counterclockwise revolution is 300° or 5n/3 radians.
Added 5/12/2025 6:28:37 AM
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