Find the degree measure of an angle of 3π/5 radians.

Degrees and radians are two different measures of angles; both of which are convenient to use for different problems. Now, we will have a look at the conversion from radians to degrees.

Answer: The degree measure of angle 3π/5 is 108 degrees.

Let's see how we found the solution.

Explanation:

To convert an angle from radian into degrees, we will have to multiply the angle in radian by (180/π).

Here, we are given 3π/5 radians. 

Therefore, 3π/5 radians = 3π/5 × (180/π) degrees = 108^°

You can use the radian to degree calculator to convert from radian measure to degree measure.

Hence, the degree measure of angle 3π/5 is 108 degrees.