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  1. Convert each degree measure into radians. 1) 255° 2) -225° Convert each radian measure into degrees. 3) - 17p 6 4) 5p 3 Convert each degree measure into radians and each radian measure into degrees. 5) -50° 6) 19p 4 7) 390° 8) - 7p 6 State the quadrant in which the terminal side of each angle lies. 9) 5p 4 10) 5p 9 11) - p 3 12) -120° 13 ...

  2. To convert an angle in radians to degrees, we need to multiply the measure of the angle in radians by 180/pi. Understand the definition, formula of radians to degrees conversion using chart and solved examples.

  3. These worksheets are designed to reinforce the understanding of how angles can be measured in different units, and they provide the practice needed to master the conversion between degrees and radians.

  4. With our free printable worksheets, students will breeze through converting between radians and degrees. With two sections in each of these pdf practice worksheets, they are required to first convert a set of degree measures to radian measures by multiplying degrees by π/180°.

  5. Convert each radian measure into degrees. 19) 855° 20) 45° 21) -430° 22) -310° Critical thinking questions: 23) Find five angles that have a reference angle of . , , , , 24) How many solutions are there to the equation: x° = x radians One: ° = radians Create your own worksheets like this one with Infinite Precalculus. Free trial available ...

  6. This pretty easy conversion of degrees to radians pdf worksheets encompass degrees that lie in either of the four quadrants; multiply each degree measure with pi and divide by 180° to get the radian.

  7. Convert each degree measure into radians and each radian measure into degrees.Leave radian answer in exact form, round degree measures to nearest degree if necessary. 1)

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