Question

Integration of 4sinx-3cosx

Answer 1

Answer:

Evaluate ∫ (4 sin x – 3 cos x) dx.

solution :-

Evaluate ∫ (4 sin x – 3 cos x) dx.

⇒ ∫(4Sin x dx - 3Cos x dx).

⇒ ∫(4Sin x)dx - ∫(3Cos x)dx.

As we know that 4 & 3 are the constant term it take outside from integration, we get.

Answer 2

Answer:

-4cosx-3sinx

Step-by-step explanation:

int of sinx. = -cosx

int of cosx= sinx