prove that derivative of tan inverse of root of 1 plus (ax)the whole squared minus 1 divided by ax with respect to 2sin inverse of x at x=0 is a/4

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Vikas TU · Answer

arctan((1 + (ax))^2 – 1)/ax) w.r.t 2arcsinx, Write arctan((1 + (ax))^2 – 1)/ax) in terms of sin and cos. and then differentiate it w.r.t x and out x=0.

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prove that derivative of tan inverse of root of 1 plus (ax)the whole squared minus 1 divided by ax with respect to 2sin inverse of x at x=0 is a/4

prove that derivative of tan inverse of root of 1 plus (ax)the whole squared minus 1 divided by ax with respect to 2sin inverse of x at x=0 is a/4

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prove that derivative of tan inverse of root of 1 plus (ax)the whole squared minus 1 divided by ax with respect to 2sin inverse of x at x=0 is a/4

prove that derivative of tan inverse of root of 1 plus (ax)the whole squared minus 1 divided by ax with respect to 2sin inverse of x at x=0 is a/4

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