The general solution of the differential equation dy dx = e^ x + y is:

Mathematics · Class 12 · CBSEDifferential Equations

The general solution of the differential equation \(\dfrac{dy}{dx} = e^{x + y}\) is:

  1. \(e^x + e^{-y} = c\)
  2. \(e^x + e^y = c\)
  3. \(e^{-x} + e^y = c\)
  4. \(e^{-x} + e^{-y} = c\)

Answer

(A) e^x + e^ -y = c

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