Question: Prove the following Superposition Principle: If yr(t) is a solution of y +py' tay = f(t)and yo(t) is a solution of y + py' +

Prove the following Superposition Principle: If yr(t) is a solution of y" +py' tay = f(t)and yo(t) is a solution of y" + py' + qy = g(t), then =(t) = ay(t) + By,(t) is a solution of y" + py' + qy = af(t) + Bg(t), where a and B are any real numbers

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