Solution: In Exercises 1 4, use differentiation to match the antiderivative with the

Chapter 8, Problem 2

(choose chapter or problem)

In Exercises 1– 4, use differentiation to match the antiderivative with the correct integral. [Integrals are labeled (a), (b), (c), and (d).]

(a) \(\int \sin x \tan ^{2} x d x\)

(b) \(8 \int \cos ^{4} x d x\)

(c) \(\int \sin x \sec ^{2} x d x\)

(d) \(\int \tan ^{4} x d x\)

y=cos x+sec x

Text Transcription:

int sin x tan^2 x dx

8 int cos^4 x dx

int sin x sec^2 x dx

int tan^4 x dx