Convert from Degrees to Radians -315 degrees

Problem

−315

Solution

1. Identify the conversion factor between degrees and radians, which is (π* rad)/180

2. Multiply the given angle in degrees by this conversion factor to find the equivalent value in radians.

−315⋅π/180

3. Simplify the resulting fraction by finding the greatest common divisor of 315 and 180 which is 45

(−315)/180=(−7⋅45)/(4⋅45)

4. Reduce the expression to its simplest form.

(−7*π)/4

Final Answer

−315=−(7*π)/4

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