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Integration:
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\[\LARGE \int ln~\sqrt[3]{x}~dx\]
take it by part, let u = ln (cuberoot x) dv =dx
Is my derivative right for u? \(\LARGE u=ln \sqrt[3]{x}\) and \(\LARGE dv=dx\) \(\LARGE du=\frac{1}{\sqrt[3]{x}}~dx\) and \(\LARGE v=x\) \(\LARGE (ln\sqrt[3]{x})x~-~ \int (x)(\frac{1}{\sqrt[3]{x}})~dx\) ^Evaluate that?
nope, for u du = 1/(3x) , you forgot chain rule
|dw:1401480727836:dw|
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