Find the general solution of the differential equation dydx + y = e − X

This is a first order linear differential equation, where p (x) = 1, q (x) = E-X ∫ general solution y = e − ∫ DX (∫ e − x · e ∫ dxdx + C) = e − x (∫ e − x · exdx + C) = e − x (x + C)

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