Question

Rewrite each angle in radian measure as a multiple of π· 30°

Answer 1

`(\pi)/(6)` radian

Explanation:

We are given that an angle in degrees

`\theta=30^(\circ)`

We have to find the angle in radian measure as a multiple of π

To find the value of 30 degree in radian we will use the radian measure formula

We know that

Radian measure=
`(\pi)/(180)* degree\;measure`

Using the formula

Radian measure of 30 degree=
`(\pi)/(180)* 30`

Radian measure of 30 degree=
`(\pi)/(6)` radian

Hence, the radian measure of 30 degree is given by

`(\pi)/(6)` radian