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Find integral x^x dx
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Integral and not the derivative? Because there is no closed form of this, you could try with a series expression, but series for x^x get pretty nasty too, because the respective derivative of x^x is \[ x^x( \ln(x)+1)\] which is undefined at zero.
dude that has no elementary integral
it's best to use numerical approximation if you need definite int (simpson comes to mind)
there is no antiderivative for x^x ........but for some intervals we can calculate it analytically for example x=0 to 1 and for other intervals u must do it numerically i did it before for one of the users here it is
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