Find the derivative of \(y = \sin^{2} (5x)\) with respect to x.
a
10 sin 5x cos 5x
b
5 sin5x cos 5x
c
2 sin 5x cos 5x
d
15 sin 5x cos 5x
Explanation
Correct Option
aVideo Explanation
No video available
Post your Contribution
Share:
Discussions (1)

AbdulmalikBello
6 years ago
y=sin'2(5x)
using the chain rule
let u=sin5x
y=u'2
dy/du=2u
du/dx=5cos5x
dy/dx=dy/du.du/dx
dy/dx=2u.5cos5x
dy/dx=2(sin5x).5cos5x
dy/dx=10sin5x.cos5x

