Find a particular solution to the ODE below using undetermined coefficients. Use t as the independent variable. y''+ y' – 6y = - 54t – 39 y(t) Next, find the general solution to the ODE below. Use c and c2 as arbitrary constants y(t) = Last, find the solution that satisfies the following initial conditions: y(0) = 5, y'(0) = - 7 y(t) =

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