Integrals Giving Inverse Trigonometric Functions
∫(e^x dx)/√(1-e^(2x))
Put "e^x=u", then "x=ln u, dx = \\frac{du}{u}". Also, "e^{2x}=(e^x)^2=u^2". Hence,
Answer: "sin^{-1}e^x +C"
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