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The general solution of the differential equation dydxedydx=ex-y is ______.

The general solution of the differential equation `"dy"/"dx" = "e"^(x - y)` is ______.

Fill in the Blanks

The general solution of the differential equation `"dy"/"dx" = "e"^(x - y)` is e^xdx.

Explanation:

e^y = e^{x + c} from given equation, we have e^ydy = e^xdx.

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Chapter 9: Differential Equations - Solved Examples [Page 189]

Chapter 9 Differential Equations
Solved Examples | Q 22. (vii) | Page 189

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