Question: Use the Laplace transform. Techniques> find the partial fraction, equate the coefficient of like terms on both side, Apply the inverse Laplace transform on Y(s)

Use the Laplace transform. Techniques> find the partial fraction, equate the coefficient of like terms on both side, Apply the inverse Laplace transform on Y(s) to get y(t)Compute the inverse Laplace transforms. Using f(t-a)u(t-a)And substitute the known value in the equation. Thanks

$Use the Laplace transform. Techniques> find the partial fraction, equate the coefficient$

1. Using the techniques of section 7.5, solve the following IVP: y" - 7y' + 13y = e' + 6(1 - 2) + 6(1 - 4), y(0) = y'(0) = 0

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