(a) x21 + x dx; u = 1 + x(b) [csc(sin x)]2 cos x dx; u = sin x

Chapter 5, Problem 7

(choose chapter or problem)

Evaluate the integrals using the indicated substitutions.

(a) $\int x^{2} \sqrt{1+x d x} ; u=1+x$

(b) $\int[\csc (\sin x)]^{2} \cos x d x ; u=\sin x$

Equation Transcription:

∫ ${x}^{2}\sqrt{1+x\ dx};\ u=1+x$

∫ $[csc(sin\ x){]}^{2}\ cos\ x\ dx;\ u=sin\ x$

Text Transcription:

integral x^2 sqrt 1+x dx; u=1+x

integral [csc(sin x)]^2 cos x dx; u=sin x

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