Question: The general solution to D. E 2y(4) y - 2y + y' = 0 is given by y(x) = cje* + cze* + C3

The general solution to D. E 2y(4) y" - 2y" + y'

The general solution to D. E 2y(4) y" - 2y" + y' = 0 is given by y(x) = cje* + cze* + C3 + C4e ci + cze + cze* + caez* cie + czet* . C3 + C4e cje* + c2xe + Cze + C4ez* cie + c2 xe+ cze + c4e ci + cze* + Cze + C4e cje + c2x e + Cze* +

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