Convert Degrees to Radians

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  4. Degrees to Radians

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Radians to Degrees
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Unit Descriptions
1 Degree (of arc):
1 degree of arc is define as 1/360 of a revolution. In SI units 1° is π/180 radians.
1 Radian:
1 Radian is defined as the angle subtended at the center of a circle by an arc whose length is equal to the circle's radius. One full turn is 2π radians.

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Conversions Table
1 Degrees to Radians = 0.017570 Degrees to Radians = 1.2217
2 Degrees to Radians = 0.034980 Degrees to Radians = 1.3963
3 Degrees to Radians = 0.052490 Degrees to Radians = 1.5708
4 Degrees to Radians = 0.0698100 Degrees to Radians = 1.7453
5 Degrees to Radians = 0.0873200 Degrees to Radians = 3.4907
6 Degrees to Radians = 0.1047300 Degrees to Radians = 5.236
7 Degrees to Radians = 0.1222400 Degrees to Radians = 6.9813
8 Degrees to Radians = 0.1396500 Degrees to Radians = 8.7266
9 Degrees to Radians = 0.1571600 Degrees to Radians = 10.472
10 Degrees to Radians = 0.1745800 Degrees to Radians = 13.9626
20 Degrees to Radians = 0.3491900 Degrees to Radians = 15.708
30 Degrees to Radians = 0.52361,000 Degrees to Radians = 17.4533
40 Degrees to Radians = 0.698110,000 Degrees to Radians = 174.5329
50 Degrees to Radians = 0.8727100,000 Degrees to Radians = 1745.3293
60 Degrees to Radians = 1.04721,000,000 Degrees to Radians = 17453.2925

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