Could somebody please help me evaluate the following? The integral of arctan(x)arcsin(x)arcsinh(x)dx between -1 and 1. Apologies for the formatting, I'll learn the tags as soon as possible =)
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Originally Posted by AlexCatran Could somebody please help me evaluate the following? The integral of arctan(x)arcsin(x)arcsinh(x)dx between -1 and 1. Apologies for the formatting, I'll learn the tags as soon as possible =) All three functions are odd. The product of three odd functions is odd. The integral of an odd function over a symetric interval is zero. $\displaystyle \int_{-1}^{1}\tan^{-1}(x)\sin^{-1}(x)\sinh^{-1}(x)dx=0$
That's fantastic, thank you.
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