Angle Conversions

The angle can be measured in degrees as well as in radians. Please find the following conversions below:

Degrees to Radians

π = 3.1415926536

180° = π radian

1° = (π180°) radian

1° = 0.0055555556π radian

1° = 0.0174532925 radian

If theta "θ" represents the value in degree and alpha "α" represents the value in radian, then the degrees to radians conversion formula can be written as:

αradians = θdegrees × (π180°)

or

radians = degrees × (π180°)

Degrees to Radians Conversions

Radians to Degrees

π = 3.1415926536

π radian = 180°

1 rad = (180°π) degree

1 rad = 57.29577951°

If theta "θ" represents the value in degree and alpha "α" represents the value in radian, then the radians to degrees conversion formula can be written as:

θdegrees = αradians × (180°π)

or

degrees = radians × (180°π)

Radians to Degrees Conversions

by Wasim Khan and it was last modified on