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Laplace Transforms Overview and Steps by Christopher Ortega is a document available to read on EtoBox.

What is Laplace Transforms Overview and Steps about?

1) The Laplace transform of the given differential equation is taken. 2) The transformed equation is solved for Y(s) using partial fraction expansion. 3) The inverse Laplace transform is applied to each term to obtain the solution y(t). 4) The initial- and final-value theorems can be used to check the boundary conditions specified in the original differential equation.

Author

Christopher Ortega

Language

EN