Question

What is the number of degrees in an angle whose radian measure is 11pie/12?

Answer 1

11pi/12


Note:

2pi = 360°


(11pi/12)(360°/2pi)
330°

Answer 2

We know that
`\pi` radians is equal to
`180^o`. Therefore,

`\theta \;radians=(180)/(\pi) \theta\; degrees`. Thus the degrees equivalent to
`(11 \pi)/(12) \; radians` is

`(180)/(\pi) (11 \pi)/(12) =165^o`