xy^2 +5 = 9x−3y^2
Differentiation with respect to x
x×2ydydx+6ydydx=9−y2x\times2y\frac {dy}{dx}+6y\frac{dy}{dx}=9-y^2x×2ydxdy+6ydxdy=9−y2
(2xy+6y)dydx=9−y2(2xy+6y)\frac{dy}{dx}=9-y^2(2xy+6y)dxdy=9−y2
dydx=9−y22xy+6y\frac{dy}{dx}=\frac{9-y^2}{2xy+6y}dxdy=2xy+6y9−y2
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