If ln e - 1exy - x2 - x2 - y2- then dy-dx1-0 is given by

The correct option is B 2 ((e 1)e^xy +x^2)= e^(x^2+ y^2) (e 1)e^xy (y+ x dydx)+ e^xy (0)+2x = e^(x^2+ y^2) (2x+ 2y dydx) (e 1)dydx+ 2 = e (2+ ...

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Division of a Monomial by a Monomial

If ln e - ...

Question

If $l n ⟮ (e - 1) e^{x y} + x^{2} ⟯ = x^{2} + y^{2}$ , then $⟮ \frac{d y}{d x} ⟯_{(1, 0)}$ is given by

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