Let y = cos2x
Differentiating on both sides, w.r.t x, we get;
dy/dx = d/dx (cos2x)
= (d/dx) (cos x)2
= 2 cos x (d/dx) cos x
= 2 cos x (-sin x)
= -2 sin x cos x
= – sin 2x
Therefore, the derivative of cos square x is -sin 2x.
Let y = cos2x
Differentiating on both sides, w.r.t x, we get;
dy/dx = d/dx (cos2x)
= (d/dx) (cos x)2
= 2 cos x (d/dx) cos x
= 2 cos x (-sin x)
= -2 sin x cos x
= – sin 2x
Therefore, the derivative of cos square x is -sin 2x.
BOOK
Free Class
BOOK
Free Class