Answer:
here
Explanation:
Measurement Of Angles Formula
The following formulae can be used in the measurement of angles.
Degree Measure
1^0=[\frac{1}{360}]^{th}of \ a \ complete \ rotation1
0
=[
360
1
]
th
of a complete rotation
Radian Measure
\theta =\frac{l}{r}θ=
r
l
where l is the arc length and r is the radius of the circle
Relation Between Degree, Radian and Grade Measure
1] Degree and Radian measure
It is known that a complete rotation in degrees is 3600 and 1 complete rotation = 2π radians in radian measure.
2π (radians) = 360° (degrees) or π (radians) = 180° (degrees)
Assuming, π = 3.14159
1 \ radian= \frac{180^0}{\pi} \\ 1 \ degree = \frac{\pi}{180}1 radian=
π
180
0
1 degree=
180
π
Relation between degree and radian measure