evaluate-the-integral-0ln4exexexex-dx-int0ln-4-fracex-e-xex-e-x-dx

Question

Evaluate the integral: ∫0ln⁡4ex−e−xex+e−x dx \int_{0}^{\ln 4} \frac{$$e^{x}$$ - $$e^{-x}$$}{$$e^{x}$$ + $$e^{-x}$$} \, dx

Accepted Answer

ln⁡(178)\ln\left(\frac{17}{8}\right)

Answer

ln⁡(87)\ln\left(\frac87\right)

Answer

ln⁡(78)\ln\left(\frac78\right)

Answer

ln⁡(817)\ln\left(\frac{8}{17}\right)

Evaluate the integral: ∫0ln4ex−e−xex+e−xdx \(\int\)_{0}^{\(\ln\) 4} \(\frac{e^{x}\) - e^{-x}}{e^{x} + e^{-x}} \, dx