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Question Number 201646 by Calculusboy last updated on 10/Dec/23

Answered by aleks041103 last updated on 10/Dec/23

(x)^(1/(ln(x))) =x^(1/(ln(x))) =(e^(ln(x)) )^(1/(ln(x))) =e=const ⇒∫(x)^(1/(ln(x))) dx = ex + C

xln(x)=x1ln(x)=(eln(x))1ln(x)=e=const⇒∫xln(x)dx=ex+C

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