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If y = tan^-1(a/x) + log√((x - a)/(x + a)), prove that dy/dx = 2a^3/(x^4 - a^4)

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If y = tan-1(a/x) + log√((x - a)/(x + a)), prove that dy/dx = 2a3/(x4 - a4)

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Given,

 y = tan-1(a/x) + log√((x - a)/(x + a))

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