If y = xx, find
at x = e.
y = xx
Taking logarithm on both sides,
log y = x log x
Differentiating w.r.t. x on both sides,
![]()
=1+log x
![]()
=xx (1+log x)
So, at x = e,
![]()
=ee (1+1)
=2ee (Ans)
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