Solve for Ci using the method of Laplace transforms starting with the differential equations given below.

Solve for C(t) and present it in terms of convolutions.

Hints: 1. Cp(t) is not given as an analytic function. It is in fact tabulated data below. When solving this system of equations, simply carry it as this symbol or its Laplace transform quantity Cp(s) when appropriate. 2. Use Cramer's rule to solve for Ce(s).Cm(s)

Given Differential Equations (1), (2), (3)

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