Find the degree measure of an angle of (3pi)/5 radians. (1 point) 1.88 108 * pi deg 108 pi/300 deg
To find the degree measure of an angle in radians, you can use the formula:
Degree measure = (180/π) * Radian measure
Plugging in the given radian measure of (3π)/5, we get:
Degree measure = (180/π) * (3π)/5
Degree measure = (180 * 3) / 5
Degree measure = 540 / 5
Degree measure = 108 degrees
Therefore, the degree measure of an angle of (3π)/5 radians is 108 degrees.