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Why can't i solve e^(x/y)=x-y implicitly with logarithmic diffrentiation?

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Why can't i solve e^(x/y)=x-y implicitly with logarithmic diffrentiation?

asked Dec 11, 2014 in CALCULUS by anonymous
reshown Dec 11, 2014 by yamin_math

1 Answer

0 votes

Given function is

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Apply log each side.

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Apply logarithm property : ln(ex) = x

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Apply derivative both sides with respect to x.

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Apply formula : (d/dx)uv = u(d/dx)v + v(d/dx)u

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answered Dec 11, 2014 by Shalom Scholar

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