Inverse Laplace Transform

The inverse Laplace transform is a mathematical process used to convert a function from the Laplace domain back into the time domain. Think of it as reversing a transformation that changes a time-dependent signal into a form that's easier to analyze mathematically. This process is essential in engineering and physics for solving differential equations, system analysis, and understanding how systems respond over time. Essentially, it helps us recover the original behavior of a system from its transformed version, providing insight into how systems evolve or react in real-world scenarios.