About this Module
What you will learn
The Laplace transform, named after Pierre-Simon Laplace, is a mathematical integral transform that converts a real-variable function into a complex-variable function. Primarily employed in science and engineering, it serves as a powerful tool for solving linear differential equations. This process involves transforming a derivative function with respect to the real variable t into a complex function with variables. In this topic, students will cover the comprehensive definition of the Laplace transform, including its formula, properties, Laplace transform table, and detailed applications. Widely accepted and utilized, the Laplace transform simplifies linear differential equations into algebraic equations, facilitating their solution through standard algebraic identities.
What skills you will gain
Cognitive, numeracy skills
Total contents and assessments
16 video, 8 learning activities, 2 assessment
Module Details
CLUSTER : Science & Technology ( ST ) MODE/DURATION : Flexible LENGTH : 20 days EFFORT : 39 LEVEL : Intermediate LANGUAGE : English CERTIFICATE : Not applicable CPD POINT : 0 PRICE : Free Associated Course (s) : No Course
