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  4. ∫ limits0 ln 5 ( e x √ e x -1/ e x +3) dx =

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Q. $\int\limits_0^{\ln 5} \frac{ e ^{ x } \sqrt{ e ^{ x }-1}}{ e ^{ x }+3} dx =$

Integrals

Solution:

put $e^x-1=t^2$