find-the-average-value-of-fxex-fx-ex-on-the-interval-0ln50-ln-5

Question

Calculate the average value of the function f(x)=ex f(x) = $$e^{x}  on $$the interval [0,ln⁡5][0, \ln 5].

Accepted Answer

4ln⁡5\frac{4}{\ln5}

Answer

2ln⁡5\frac{2}{\ln5}

Answer

1ln⁡5\frac{1}{\ln5}

Answer

44

Calculate the average value of the function f(x)=ex f(x) = e^{x} on the interval [0,ln5][0, \(\ln\) 5].