What is $\frac{- 5 π}{6}$ $(-5pi)/6$ radians in degrees?

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What is $\frac{- 5 π}{6}$ $(-5pi)/6$ radians in degrees?

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Answer 1 · 2016-01-18T17:23:10

-150 degrees or 210 degrees

Explanation:

You simply have to substitute $π$ $pi$ with 180 degrees

$\frac{- 5 π}{6} \to \frac{- 5 (180)}{6} \to - 150 d e g r e e s$ $[-5pi]/6 -> [-5(180)]/6 -> -150 degrees$
or
$[(360 d e g r e e s) + \frac{- 5 π}{6}] \to [(360 d e g r e e s) + \frac{- 5 (180)}{6}] \to 210 d e g r e e s$ $[(360 degrees) + [-5pi]/6] -> [(360 degrees) + [-5(180 )]/6] -> 210 degrees$

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What is $\frac{- 5 π}{6}$ $(-5pi)/6$ radians in degrees?

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