Question

Convert each degree measure to radian measure Question in image In need of help on parts 1,2,4,5,6,7,9,&10

Answer 1

To find:

Convert each degree measure to radian measure.

Solution:

It is known that to convert a degree measure to radian measure, we have to multiply the value by pi/180. So, the answers are as follows:

`0^0=0*(\pi)/(180)=0\text{ radians}`
`180^0=180*(\pi)/(180)=\pi\text{ radians}`
`-540^0=-540*(\pi)/(180)=-3\pi\text{ radians}`
`\begin{gathered} 390^0=390*(\pi)/(180)=(13)/(6)\pi\text{ radians} \\ 270^0=270*(\pi)/(180)=(3)/(2)\pi\text{ radians} \\ 90^0=90*(\pi)/(180)=(\pi)/(2)\text{ radians} \\ -60^0=-60*(\pi)/(180)=-(\pi)/(3) \\ -540^0=-540*(\pi)/(180)=-3\pi\text{ radians} \\ 600^0=600*(\pi)/(180)=(10)/(3)\pi\text{ radians} \\ 300^0=300*(\pi)/(180)=(5)/(3)\pi\text{ radians} \end{gathered}`