How to sqrt(xy)=1 (x^2) *y [Solved]

How to find dy/dx by implicit differentiation

(xy) = 1 x^2 y
1/(2(xy)) (x dy/dx 1) = x^2 dy/dx 2xy
[x/(2(xy)) x^2] dy/dx = 2xy 1/(2(xy))
dy/dx = [2xy 1/(2(xy))]/[x/(2(xy)) x^2]

This post is last updated on at Date : 1st of September – 2022

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