kesun
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\int e^\sqrt[3]{x} dx
Integration by parts, perhaps? But if that's the case, I have no idea which is right value for u and which is the right one for dv... Taking ln on both sides? Uh...hmm...I don't think that's how you work this question out...
Any ideas, guys? :|
Thanks!
Integration by parts, perhaps? But if that's the case, I have no idea which is right value for u and which is the right one for dv... Taking ln on both sides? Uh...hmm...I don't think that's how you work this question out...
Any ideas, guys? :|
Thanks!