Linear Simultaneous Equations
Linear simultaneous differential equations
DefinitionA simultaneous differential equation is one of the mathematical equations for an indefinite function of one or more than one variables that relate the values of the function. Differentiation of an equation in various orders. Differential equations play an important function in engineering, physics, economics, and other disciplines.This analysis concentrates on linear equations with Constant Coefficients.
Using The D Operator
The D operator is a linear operator applied to functions and which is defined as .
Using Laplace Transform
Laplace transform or the Laplace operator is a linear operator applied to functions and which is defined as where
Last Modified: 31 Dec 11 @ 00:48 Page Rendered: 2022-03-14 15:51:59