What is the degree form for 3n/4 radians?

Ognyan asked Jan 17, 2023

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Ognyan asked Jan 17, 2023

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18 votes

Answer:

$135^\circ$

Explanation:

To convert radians to degrees, use the formula
$x^\circ=r(180)/(\pi)$ where
is the number of radians:

$x^\circ=r(180)/(\pi)$

$x^\circ=((3\pi)/(4))((180)/(\pi))$

$x^\circ=(540)/(4)$

$x^\circ=135$

Therefore,
$(3\pi)/(4)$ radians is
$135^\circ$

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