Zaina Khanum

This Course Covers Detailed study of homogeneous differential equations. This Course is beneficial for  CSIR-UGC NET aspirants.

Crack CSIR NET by studying MATHEMATICS, PHYSICS, LIFE SCIENCE, CHEMISTRY, EARTH SCIENCE on one online platform. Everything you need to crack JRF.

CSIR-UGC NET

English

Homogeneous Differential Equations : CSIR-UGC NET

Solution of Linear Differential Equations with Constant and Variable Coefficients

Ordinary Differential Equation

Mathematical Sciences

NET Exams

Ace the toughest competitive and government exams in India 

Test Preparation

Overview of the Course

Introduction of homogeneous Linear differential equations.

Homogeneous Differential Equations

Solving linear homogeneous differential equations.

Solving Homogeneous Differential Equations

Problems in homogeneous differential equations with RHS in terms of X.

Homogeneous Differential Equations with Non Zero RHS Part 1

Solving the homogeneous differential equations with RHS terms as function of x

Homogeneous Differential Equations with Non Zero RHS Part 2

Solving homogeneous differential equations for non zero RHS

Non homogeneous differential equations with non zero RHS part 3

Solving homogeneous differential equations with non zero RHS

Non homogeneous differential equations with non zero RHS part 4

Non homogeneous differential equations with non zero RHS part 5

Non homogeneous differential equations with non zero RHS part 6

Formulae used in alternative methods to  find the particular integral.

Alternative method to find particular integral.

Problems based on the alternative method of finding particular integral.

Problems on finding PI by alternative method.(1)

Problems on finding PI by alternative method(2).

Problems on finding PI by alternative method(3).

Legendre's differential equations

Working rule to solve Legendre differential equations.

Solving Legendre differential equations.(1)

Solving Legendre differential equations.(2)

Solving Legendre differential equations.(3)

Solving Legendre differential equations.(4)

Unlock Code:  raviMLive 
CSIR-UGC Net qualified  AIR-26| IIT JAM qualified | 6+ years of teaching experience| Guided 100+ qualified candidat

Ravi Mittal

In this course, the educator is discussing some basics concept of ordinary differential equation

(Hindi) CSIR-UGC NET: Introduction and Preliminary of Ordinary Differential Equation

mathematics is not only a sub.,
it is also a part of our life,
so every time of life do mathematics and learn mathematics

Ajay Kumar

In this course i will be discussing about differential equation which is the part of applied mathematics and also you will learn about ordinary and partial differential equations. This also helpful for learners to prepare for gate and net exam.

(Hindi) Differential Equation: CSIR-UGC NET

Woking as a assistant professor of mathematics .

Arun Joshi

This course is helpful for CSIR UGC NET and GATE MATHEMATICS exams

(Hindi) Differential Equations and Ordinary Differential Equations: CSIR

Unlock Code - AnushaJ | Plus Educator | Assistant Professor | 5 years Teaching experience | Telegram Channel - MATHSQUARE

Anusha Jain

This course is going to be about concept of ODE (Ordinary differential equations) for CSIR NET/JRF Examination.

(Hindi)Concept of ODE for CSIR-NET/JRF

PhD Candidate, Central University of Rajasthan | CSIR-NET JRF AIR 77 | Teaching Experience: 2 year

Atul Jakhar

This Course is about the prepration Strategy for csir net jrf. How to prepare and what to do for crack the CSIR NET-JRF and Other ideas.

Lessons

19 lessons • 4h 2m

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Overview of the Course

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Homogeneous Differential Equations

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Solving Homogeneous Differential Equations

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Homogeneous Differential Equations with Non Zero RHS Part 1

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Homogeneous Differential Equations with Non Zero RHS Part 2

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Non homogeneous differential equations with non zero RHS part 3

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Non homogeneous differential equations with non zero RHS part 4

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Non homogeneous differential equations with non zero RHS part 5

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Non homogeneous differential equations with non zero RHS part 6

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Alternative method to find particular integral.

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