Question: Suppose that a fourth order differential equation has a solution . (a) Find such a differential equation, assuming it is homogeneous and has constant coefficients.

Suppose that a fourth order differential equation has a solution . (a) Find such a differential equation, assuming it is homogeneous and has constant coefficients. help (equations) Enter the derivatives as Don't forget the equal sign. (b) Find the general solution to this differential equation. help (equations) In your answer, use and to denote arbitrary constants and the independent variable. Enter as c1, as c2, etc

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