What is $(11pi)/6$ radians in degrees?

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Answer 1 · 2018-03-19T07:40:47

$color(green)(((11pi)/6)^c = 330^@$

$R = ((11pi)/6)^c$ To find the angle measure in degrees $D$

$pi^c = 180^@$

$:. D = (R / pi) * 180 = ((11pi)/6) * (180 / pi)$

$=> (11 cancelpi * cancel(180)^color(red)(30)) / ( cancel(6)^color(red)(1) * cancel(pi)$ .

$D = 11 * 30 = color(blue)(330^@$

What is (11pi)/6 (11pi)/6 radians in degrees?