Differential Equations (OD+PD)+ Laplace Transfom
MP4 | Video: h264, 1280x720 | Audio: AAC, 48 KHz, 2 Ch
Genre: eLearning | Language: English | Duration: 10.5 hour | Size: 11.2 GB
A University Level Course in Differential Calculus, Laplace Transform, Functions of Several Variables, Derivatives
What you'll learn
students will learn differential equations (OD+PD), they find the way how to solve differential equation
Order and degree of fifferential equations
Solutions of first order differential equations by various methods
Solutions of higher order differential equations by various methods
Laplace Transform and it's application
Bundles of Examples and Exercises
Step by Step learning each and every concep
Requirements
intermediate
Description
Differential equations have their applications in applied and basics sciences
This course covers all areas related to engineering, physics, economics, applied chemistry, bio-mathematics, medicals sciences, cost and management, banking and finance, commerce and business, technologies and so many others fields.
Due to its vast applications in each field of life, it is most arising and hot topic in today world. It describes the physical behavior of objects and their rate of change concerning special circumstances.
I have described the different features and solution of ordinary and partial differential equations along with Laplace transform.
The course has its worth concerning its application and being taught in every field.
Degree and order of a differential equation
Separating the variables and various examples along with detail
Solutions of homogeneous and non homogeneous first order differential equations
Solutions of exact differential equations
Solutions of non exactly differential equations
Integrating Factor
Solutions of first order differential equations by orthogonal trajectories
Solutions of first order linear differential equations
Solutions of Higher order differential equations
Laplace transform and it's application
Derivatives
Functions of several variables
nth order derivatives
Hope you will join me.
Who this course is for:
intermediate level student
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