Derivative of (ln(x))/e^(x)

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Derivative of (ln(x))/e^(x): 


(ln(x)/(e^x))'

((ln(x))'*e^x-(ln(x)*(e^x)'))/((e^x)^2)

((1/x)*e^x-(ln(x)*(e^x)'))/((e^x)^2)

((1/x)*e^x-(ln(x)*ln(e)*e^x))/((e^x)^2)

((1/x)*e^x-(ln(x)*e^x))/((e^x)^2)

((e^x)/x-(ln(x)*e^x))/(e^(2*x))

The calculation above is a derivative of the function f (x)

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