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Integral of ln times cube root x dx

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  1. 28 July, 07:04
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    If u = ln (x^ (1/3))

    then by the chain rule

    du = [1/x^ (1/3) ] * (1/3) x^ (-2/3) dx = (1/3) (1/x) dx.

    You could get there faster by noting that

    ln (x^ (1/3)) = (1/3) ln (x), so du = (1/3) dx/x
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