SOLVED:Use the Chain Rule lo show that if \theta is measured in degrees, then \frac {d}{d \theta} (\sin \theta) = \frac {\pi}{180} \cos \pi (This gives one reason for the convention that radian measure is always used when dealing with trigonometric functions in calculus: the differentiation formulas would not be as simple if we used degree measure.)

Name: use the chain rule lo show that if theta is measured in degrees then frac dd theta sin theta frac pi
Uploaded: 2020-05-11
Duration: 1 min 6 s
Channel: Numerade
Description: Use the Chain Rule lo show that if $ \theta $ is measured in degrees, then $ \frac {d}{d \theta} (\sin \theta) = \frac {\pi}{180} \cos \pi $ (This gives one reason for the convention that radian measure is always used when dealing with trigonometric functions in calculus: the differentiation formulas would not be as simple if we used degree measure.)