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Question Number 43159 by MASANJA J last updated on 07/Sep/18

Answered by alex041103 last updated on 08/Sep/18

For ∫(dx/(√(x+15))) :  ∫(dx/(√(x+15))) = ∫((d(x+15))/(√(x+15)))=∫u^(−1/2) du=  =2u^(1/2) +C=2(√(x+15)) +C    For ∫((ln(x)dx)/((1+x)^2 )) see Q.43191

Fordxx+15:dxx+15=d(x+15)x+15=u1/2du==2u1/2+C=2x+15+CForln(x)dx(1+x)2seeQ.43191

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