The formula to covert the degrees to radian â´±c = â´±° * π / 180 or 1 degree =п / 180 radians
Example 1:- Convert the 70 degree to radian
Solution: – According to the formula 1 degree = n /180 radians
70 degree = 70 * 3.14 / 180
= 219.8 / 180
= 1.22 radians
The answer is 70 degree is equals to 1.22 radians
The formula to covert the radians to degrees â´± = â´±c * 180 / π or 1 radian = 180 / n
Example 2: – Change the 9 radian to degree.
Solution: – According to the formula 1 radian = 180 / п degrees
9 radian = 9 * 180 / 3.14
= 1620 / 3.14
= 515.92 degrees
The answer is 9 radians is equals to 515. 92 degrees
Like following above formulas we can change any radian numbers to degrees and degree to radian numbers. Below are the Some common radians and degrees measures for angles are : –
Angles in deg 30° 45° 60° 90° 180° 360°
Angles in rad π /6 π /4 π /3 π /2 π 2π
In upcoming posts we will discuss about Problems related to Transformations and Learn Parabolic Functions and Axis of Symmetry. Visit our website for information on Binomial Probability Distribution