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How do I use implicit differentiation to find dy/dx of Tan (x-y) = y/(1+x^2)

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How do I solve by implicit differentiation tan (x-y) = y/(1+x^2)?

asked Feb 27, 2014 in CALCULUS by dkinz Apprentice

1 Answer

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Tan ( x - y ) = y / ( 1 + x 2)

Differentiate both sides with respect to x.

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Apply the quotient property d /dx (u / v) =( v u ' - u v ' ) / v 2

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answered Apr 3, 2014 by friend Mentor

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