How to write the radian measure of an angle in degrees

The video tutorial explains how to convert a radian measure to degrees by eliminating π and using the division property. The process involves multiplying by 180/π, simplifying the expression, and calculating the final degree value. The teacher demonstrates the steps and clarifies the final result as 157.5 degrees.

What is the first step in converting radians to degrees?

• Divide by 180

• Eliminate π and multiply by 180/π

• Multiply by π

• Add 180 to the radian value

What happens to π during the conversion process?

• It is multiplied by 180

• It cancels out

• It remains unchanged

• It is added to the degree value

After converting radians to degrees, what is the next step?

• Simplify the resulting fraction

• Multiply the result by 2

• Add 90 to the result

• Subtract 180 from the result

What is the simplified degree value of 7 * 180 / 8?

• 90 degrees

• 180 degrees

• 157.5 degrees

• 315 degrees

Why is it important to simplify the fraction in degree conversion?

• To eliminate the need for π

• To ensure the result is in radians

• To make calculations easier

• To make the number larger