Degrees to radians conversion formula
180° = π (Learn this)
1° = π/180°
The angle “x” in
radians is equal to the angle “x” in degrees times pi(π=22/7) constant divided
by 180 degrees:
x(radians) =
x(degrees) × π / 180°
or
radians = degrees × π
/ 180°
Example
Convert 300 degrees
angle to radians:
x(radians) =
x(degrees) × π / 180°
α(radians) = (α(degrees) / 180°) × π = (300° / 180°)
× π
=
(10/6) × π = 10π/6 rad = 1.66667π rad
How to convert Radians to Degrees
Radians to degrees conversion formula
One
degree is equal 0.01745329252 radians:
180° = π
1°
= π/180°
1
rad = 180°/π
The
angle x in degrees is equal to the angle x in radians times 180 degrees divided
by pi(π=22/7) constant:
x(degrees) =
x(radians) × 180° / π
or
degrees
= radians × 180° / π
Example
Convert
5.236 rad angle to degrees:
x(degrees) =
x(radians) × 180° / π = 5.236 rad × 180° / 3.1459 = 300°
How to convert Degrees to Grade to radian:
Similarly
90° = 100g = π/2