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Question Number 180268 by Noorzai last updated on 09/Nov/22

Answered by Ar Brandon last updated on 09/Nov/22

$$\mathrm{Q}121680$$

Answered by LEKOUMA last updated on 10/Nov/22

$$\int x^{x}dx=\int e^{x\ln x}dx={\left(x\ln x\right)}^{\prime }{e}^{x\ln x}+cavcec\in \mathbb{R}$$$$=(\ln x+1)e^{x\ln x}+cavecc\in \mathbb{R}$$$$\int x^{x}dx=\ln x\times e^{x\ln x}+e^{x\ln x}+cavecc\in \mathbb{R}$$$$$$

Commented by mr W last updated on 10/Nov/22

$$ify=\ln x\times e^{x\ln x}+e^{x\ln x}$$$$canyouget\frac{dy}{dx}=x^x?$$$$ifno,thenyouransweriswrong.$$

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