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) In part 2. suppose that f(t)=\left(1+2 e^{-2 x}\right) \mathrm{u}(t) y(0-) = 2 and (0) = 0. Determine the zero-state response y.(t), the zero-input response y(t), and the total response

y(t) by computing the inverse Laplace transform of the result in part 2 using the method of partial fractions. Compare your result against that obtained in Problem Set 3, Problem 12.

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