Convert from Radians to Degrees -4p

Problem

−4*π

Solution

1. Identify the conversion factor between radians and degrees. Since π radians is equal to 180 the conversion factor is 180/π

2. Multiply the given value in radians by the conversion factor to cancel out the radians and find the degrees.

−4*π⋅180/π

3. Simplify the expression by canceling the common factor of π in the numerator and denominator.

−4⋅180

4. Calculate the final product to determine the degree measure.

−720

Final Answer

−4*π=−720

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