Question: complete question a) Consider the second order ordinary differential equation (ODE): xy - y' = 0, I 0. Show that the general solution is: y

complete question

a) Consider the second order ordinary differential equation (ODE): xy" - y' = 0, I 0. Show that the general solution is: y = Ax + B, where A and B are arbitrary constants. Obtain the general solution to equation xy" - y' = x, I0. b) Consider the boundary value problem: my" - y' + 4ex y = ex, y(0) =1, y(1) = cos(E), 0

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