The Integral of e^x /sqrt(1 - e^2x)
三角関数置換法を用いたe^x*sqrt(1 - e^(2x))の積分
指数関数の置換積分 - 原始微分 - 微積分
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`int(dx)/(sqrt(1-e^(2x)))` is equal to
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`int(dx)/(sqrt(e^x-1))`