One of the following is a general solution of the homogeneous differential equation y" – 7y + 10y = 0 ae" + be5a y = ae2* + be 5r ae2" + bebz y = ae" + be 5z and one of the following is a solution to the nonhomogeneous equation y" - 7y' + 10y = -8e" y = -6e" y = -2e" y = -8e" y = -4e" By superposition, the general solution of the equation y" – 7y' + 10y = -8e" is Find the solution with y(0) = 9 y(0)' = 4 y = Being the highly trained differential equations fighting machine that I am, I checked the Wronskian (using the solutions to the homogeneous equation without the coefficients a and b) for good measure, and found it to be . The fundamental theorem tells me that that this is the unique solution to the IVP on the interval

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