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What is the equivalent radian measure for an angle that
measures 52°?

User Baspa
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1 Answer

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Answer:

52° is approximately 0.907 radians

Explanation:

To find the equivalent radian measure for an angle that measures 52°, we need to convert 52° to radians using the formula:

radians = degrees × π/180

Substituting the value of 52° into the formula, we get:

radians = 52 × π/180

radians ≈ 0.907

Therefore, the equivalent radian measure for an angle that measures 52° is approximately 0.907 radians.

User Scotchi
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