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find derivative of : f(x) = e^4 * ln x
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e^4 is just a number
so what is the derivative of ln(x)?
1/x
multiply that by e^4 and you have the answer
and i thought it was \(\large e^{4\ln x}\)
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(e^4)/x
I don't know...
ok so every time e is raised to a number I treat it as a constant unless it has a variable in the power correct ?
wait wait, is it what @hartnn said?
is \[e^{4*lnx}\] or \[e^{4}*lnx\]
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every time e is raised to a number I treat it as a constant unless it has a variable in the power <------ correct
well according to the program it is e^4 / x
ok then its what I said.
correct
thank you both !
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