Differential Equation, Linear & Non-Linear Equation, and Problem Solving

Equation Reducible and Integrating Factor: Problem Solving

Equation Reducible and Exact Differential Equation: Problem Solving

Equation Reducible to Exact and Integrating Factor Problem Solving

Linear Differential Equation and Problem Solving

Particular Integral and Problem Solving - I

Particular Integral and Problem Solving - II

Particular Integral & Differential Equation: Problem Solving

Homogeneous Differential Equation: Problem Solving

Variation of Parameters & Differential Equation: Problem Solving

Differential Equation: Problem Solving - I

Differential Equation: Problem Solving - II

General Theory of Linear Differential Equation of Higher Order

Uniqueness & Existence of FOFD, Lipschitz Condition and Problem Solving

Boundary Value Problem and Problem Solving

Uniqueness and Existence

Differential Equation, First Order & First Degree, and Problem Solving

Integrating Factor, First Order, Higher Degree, and Problem Solving

Equations of First Order & Degree

Orthogonal Trajectories and Problem Solving

Trajectories

System of Differential Equation and Problem Solving

Ordinary Differential Equation & Boundary Value Problem: Problem Solving

Sol. of 1st Order & Higher Degree

Linear Differential Equation with Constant Coefficient

LDE with Constant Coefficients

Ordinary Differential Equation(ODE), Formation of D.E & Equations Reducible

Exact D.E, Linear D.E, Bernoulli's theorem & Problem Solving

Formulas of ODE and Problem Solving

Types of D.E, Clairaut’s Equation, and Problem Solving

Singular Solution and Problem Solving

Homogeneous Linear Equations

Differential Equation, Method of Variation of Parameters & Problem Solving

Method of Variation of Parameters

Ordinary Differential Equation(D.E) Introduction, Types, and Formation

Homogeneous, Linear & Exact Differential Equations, and Problem Solving

Exact Differential Equations

Classification of Linear PDE of Second order and Problem Solving

Linear Equations of Second Order

Successive Bisection Method, Picard Method, and Euler Method 

R.K Method and Problem Solving

Picard’s Method & Existence

Simultaneous D.E, Principal of Superposition, and Orders of Wronskian

Simultaneous Equations

Partial Differential Equation Important Topics Part-I

Partial Differential Equation Important Topics Part-II

Partial Differential Equation Important Topics Part-III

Partial Differential Equations

Gamma & Beta Distribution

Beta and Gamma Functions

Singular Solution, Discriminant, Regular & Irregular Singular Points

Ordinary D.E, Partial D.E, Lagrange Method & Problem Solving

Quasi Linear Partial Differential Equations & Problem Solving

Introduction to Non-Linear Partial D.E & Charpit Method, and Problem Solving

Partial Differential Equations: Problem Solving & Doubt Clearing

Particular Integral & Non Homogeneous Linear PDE, and Problem Solving

LDE Solution with Const. & Var. Coefficients

Ordinary Differential Equation

Mathematical Sciences

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

NET Exams

Ace the toughest competitive and government exams in India 

Test Preparation

Ravi Mittal will cover the important topics of Differential Equations. This course would be helpful for aspirants preparing for the CSIR-UGC NET exam. The course consists of 22 classes over a period of 22 days approx., with a duration of 120 minutes each. The sessions will be conducted in Hinglish and notes will be provided in English.

Detailed Course on Differential Equations: ODE and PDE - Dec 2022

In this course, Neetu Gupta , will discuss the concept of Ordinary Differential Equation. All the important concepts will be discussed and would be helpful for aspirants preparing for the CSIR NET DEC 2024 exams. Learners at any stage of their preparations will be benefited by the course. The course will be covered in Hindi and notes will be provided in English.

Complete Course on Ordinary Differential Equation for CSIR NET DEC 2024

In this course Sagar Surya will discuss problems from the topics from Units 2 and 3 for the CSIR NET 2024 exam. The class will be discussed in Hindi and notes will be provided in English.

Revision Course on Units 2 and 3 for CSIR NET Feb 2025

In this course, Gajendra Purohit will cover Mathematical Sciences. All the important topics will be discussed in detail and would be helpful for all aspirants preparing for the CSIR NET & GATE exam. Learners at any stage of their preparation would be benefited from the course. The course will be completed in approximately 1 month, comprising 31 classes with a duration of 120 minutes each. The course will be taught in Hindi and notes will be provided in English.

Rank Booster Crash Course on Mathematical Sciences - CSIR NET, 2023

In this course, Gajendra Purohit will cover ODE & PDE For CSIR NET June 22. All the important topics will be discussed in detail and would be helpful for all aspirants preparing for the CSIR NET. Learners at any stage of their preparation would be benefited from the course. The course will be taught in Hindi and notes will be provided in English.

Detailed Course on ODE & PDE for CSIR NET - June 22

In this course, Ravi Mittal will discuss the basics of the Mathematical Sciences. The course will be helpful for aspirants preparing for CSIR-UGC NET. Learners at any stage of their preparation will be benefited from the course. The course will be completed in 10 days, comprising 10 classes with a duration of 120 minutes each. The course will be covered in Hindi and the notes will be provided in Hindi.

Comprehensive Course on Mathematics Basics - CSIR-UGC NET

In this course, Gajendra Purohit will cover Detail Course on ODE For CSIR NET' 23. All the important topics will be discussed in detail and would be helpful for all aspirants preparing for the CSIR NET & GATE exam. Learners at any stage of their preparation would be benefited from the course. The course will be taught in Hindi and notes will be provided in English. The course will be completed in 14 days comprising 12 sessions of 120 minutes each.

Detail Course on ODE For CSIR NET' 23

In this course, Ravi Mittal will cover Important MCQ's of All the important topics and would be helpful for aspirants preparing for the CSIR-UGC NET exam. Learners at any stage of their preparations will be benefited from the course. The course will be covered in Hindi and notes will also be provided in English.

Revision Course on Mathematical Sciences - Feb 2025

Ravi Mittal will cover the important topics of Differential Equations. This course would be helpful for aspirants preparing for the CSIR-UGC NET exam. The course consists of 20 classes over a period of 20 days approx., with a duration of 120 minutes each. The sessions will be conducted in Hinglish and notes will be provided in English.

Ordinary Differential Equation

Chapters

Courses

Get access to all videos

General Theory of Linear Differential Equation of Higher Order

Notes

Uniqueness and Existence

Equations of First Order & Degree

Trajectories

Sol. of 1st Order & Higher Degree

LDE with Constant Coefficients

Homogeneous Linear Equations

Method of Variation of Parameters

Exact Differential Equations

Linear Equations of Second Order

Picard’s Method & Existence

Simultaneous Equations

Partial Differential Equations

Beta and Gamma Functions

LDE Solution with Const. & Var. Coefficients

More courses

Comprehensive Course on Mathematics Basics - CSIR-UGC NET

Ravi Mittal

Revision Course on Mathematical Sciences - Feb 2025

Ravi Mittal

Rank Booster Crash Course on Mathematical Sciences - CSIR NET, 2023

Gajendra Purohit

Detailed Course of Differential Equations

Ravi Mittal

Revision Course on Units 2 and 3 for CSIR NET Feb 2025

Sagar Surya

Detail Course on ODE For CSIR NET' 23

Gajendra Purohit

Complete Course on Ordinary Differential Equation for CSIR NET DEC 2024

Km Neetu Gupta

Detailed Course on ODE & PDE for CSIR NET - June 22

Gajendra Purohit

Detailed Course on Differential Equations: ODE and PDE - Dec 2022

Ravi Mittal