Question: answer the question This question is on solving ODEs. (a) Find the particular solution y() for: y + 4y = x', y(0) = y'(0) =1.

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This question is on solving ODEs. (a) Find the particular solution y() for: y" + 4y = x', y(0) = y'(0) =1. (b) Find the general solution y(x) for: y" - y' - 2y = e-z by Variation of Parameters. (c) Find the general solution y(x) over [0, "] for: y -y = -I by considering the even extension of the right-hand side of the equation over [-7, 7] and applying Fourier series

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