A Study of Laplace Transform and Applications to Differential Equations

In general, the differential equation was normally solved. The transformation of Laplace promotes resolution. In various areas of science, engineering and technology, the transformation of Laplace is applied. In so many areas, the Laplace transformation applies. The transformation of the position is implemented by converting to the frequency domain to solve the time domain function. This is where Laplace transformation has been applied in linear ordinary differential equations with constant coefficient and several ordinary equations with varying coefficients. The transformation of the slot simplifies solving problems in engineering applications and facilitates resolution of differential equations. This article discusses Laplace Transform and Differential Equations applications.