Question

270 π /3
Convert each degree measure into radians or radians to degrees

Answer 1

To convert a degree measure into radians, we need to multiply the degree measure by $\pi/180$. In the case of 270 degrees, we have:

270 * $\pi/180$ = 270 * $\pi/180$ = $3\pi$

Therefore, 270 degrees is equivalent to $3\pi$ radians.

Conversely, to convert a radian measure into degrees, we need to multiply the radian measure by 180/$\pi$. In the case of $\pi/3$ radians, we have:

$\pi/3$ * 180/$\pi$ = $\pi/3$ * 180/$\pi$ = 60 degrees

Therefore, $\pi/3$ radians is equivalent to 60 degrees.