Question #4004

differentiate W.R.T x :
e rest to xlogx means e^xlogx (xlogx in power of e)
please explain with steps

Expert's answer

<img src="/cgi-bin/mimetex.cgi?\left (e^{x \log x} \right )' = (x \log x)' e^{x \log x} = (x* 1/x + \log x)e^{x \log x} = (1 + \log x)e^{x \log x}" title="\left (e^{x \log x} \right )' = (x \log x)' e^{x \log x} = (x* 1/x + \log x)e^{x \log x} = (1 + \log x)e^{x \log x}">

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