Question

Major arc CBD measures 300 degrees. Which is the radian measure of its corresponding central angle? O 4 pie/3 O 5 pie/6 O 5 pie/3 O 11 pie/6

Answer 1

`(5\pi)/(3)`

Explanation:

Given that,

Major arc CBD measures 300 degrees.

We need to find the radian measure of its corresponding central angle.

Radian measure is given by :

`R=(\pi)/(180)* d\\\\R=(\pi)/(180)* 300\\\\R=(5\pi)/(3)`

So, the radian measure is
`(5\pi)/(3)`.