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Derivative problem.
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\[y = e ^{\ln x}\]
(e^1nx)/x
Khan Academy says the answer is 1. but how. I got the answer \[1\div x e ^{\ln x}\]
how can they get a number answer when there is a variable x....?
nvm, i belive there is a rules for e^lnx, which can be expressed in different form- im not sure what is it =(
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I see
got it, e^lnx is equal to x.. so derivative of x is 1
e^ln(x) by itself is = x d/dx of x is 1
iHelp's got it, yup
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