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The general equation of the differential equation $\frac{dy}{dx}={{e}^{x+y}}is(A){{e}^{x}}+{{e}^{-y}}=c(B){{e}^{x}}+{{e}^{y}}=c(C){{e}^{-x}}+{{e}^{y}}=c(D){{e}^{-x}}+{{e}^{-y}}=c$
The general equation of the differential equation $\frac{dy}{dx}={{e}^{x+y}}is(A){{e}^{x}}+{{e}^{-y}}=c(B){{e}^{x}}+{{e}^{y}}=c(C){{e}^{-x}}+{{e}^{y}}=c(D){{e}^{-x}}+{{e}^{-y}}=c$
CBSE | Class 12 | Differential Equations | Exercise 9.4 | NCERT
The general equation of the differential equation $\frac{dy}{dx}={{e}^{x+y}}is(A){{e}^{x}}+{{e}^{-y}}=c(B){{e}^{x}}+{{e}^{y}}=c(C){{e}^{-x}}+{{e}^{y}}=c(D){{e}^{-x}}+{{e}^{-y}}=c$

The correct option is option(A) ex + e-y = C

NCERT Solutions for Class 12 Maths Chapter 9 - Image 115

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