Yash Dixit

This Course starts from Basics and Covers all the Topics of GATE and After this course you can solve each and every questions.
Enroll this free Course.

GATE (Graduate Aptitude Test in Engineering) 2020 & 2021 complete preparation with best educators. Know about the detailed syllabus, best books, exam pattern and dates, previous year question papers a

GATE - Iconic Pro

Hindi

(Hindi) Differential Equations (As per as GATE Syllabus Complete Guide)

Differential Equations

Engineering Mathematics

GA, GS and Mathematics

GATE & ESE - ME & CH

GATE, ESE and IIT-JAM

Ace the toughest competitive and government exams in India 

Test Preparation

Introduction to Course (in Hindi)

Order and Degree of Differential equations and Gate Questions.

Lec 01- Order and Degree of Differential equations with Gate Questions.(in Hindi)

Lec 02- Variable Separation Method.(in Hindi)

First order Linear differential equation and Gate Questions .

Lec 03-First order Linear differential equation with Gate Questions.(in Hindi)

Gate questions on First order Linear differential equation.

Lec 04- Previous Years Gate Questions on First order Linear differential equation (in Hindi)

Lec 05-Previous Years Gate Questions on Variable Separation Method.(in hindi)

Lec 06- Higher Order Differential Equations.(in hindi)

Lec 07-How to Find Complementary Function(CF) of Higher order Differential Equations.(In hindi)

Gate questions on Higher Order Differential Equations.

Lec 08- Gate Questions on Higher Order Differential Equations Based on C.F.

Lec 09- Gate Questions on Higher Order Differential Equations Based on C.F.

Lec 10- Previous Years Gate Questions on Higher Order Differential Equations.

Lec 11-Previous years Gate Questions on Higher Order Differential Equations.

Lec 12- Previous Years Gate Questions on Higher Order Differential Equations.

Lec 13- Gate 2018 Questions on Higher Order Homogeneous Differential Equations.

CASE 1- Particular Integral.(Solution of Non Homogenous Differential Equations)

Lec 14- To Find Particular Integral.(Case 1)

Lec 15- To Find Particular Integral.(CASE 2)

Lec 16- To Find Particular integral- Case 3.

Lec 17- To Find Particular Integral.(Case 4, Case 5)

Lec 18- Gate Questions on Particular Integral.

Lec 19- Cauchy's Linear Differential Equations with Gate Questions.

Gate question on Cauchy's Linear Differential Equations.

Lec 20- Gate Question Discussion On Cauchy's Linear Differential Equations.

Legendre's Linear Differential Equations.

Lec 21- Legendre's Linear Differential Equations with Question.

Exact differential Equation with Gate Questions.

Lec 22- Exact Differential Equations Concept with Gate Question.

GATE 2018 Questions Discussion on Differential Equations.

Lec 23- GATE 2018 Questions Discussion on Differential Equations.

GATE 2019 Questions Discussion on Differential Equations.

Lec 24- GATE 2019 Mechanical Branch Questions Discussion.(Differential Equations)

Lec 25-GATE 2019 (Chemical & IN) Questions Discussion on Differential Equations.

Lec 26- GATE 2019(Civil Branch) Questions Discussion on Differential Equations.

Lec 27- GATE 2019 (ECE) Questions Discussion.(Differential Equations)

Lec 28- ESE 2019 Questions Discussion.(Differential Equations)

Lec 29- ISRO 2019 Question Discussion.(Differential Equations)

Lec 30- Previous Years Gate Questions on Differential Equations.

IITian| 7+Yr of Teaching Experience| Join me for Unmatchable learning Experience | Teaches GA, GS & Engineering Mathematics

Aman Raj

In this Course complete syllabus of probability for GATE and ESE will be covered in details

(Hindi) Probability : GATE

In this Course I will Cover complete Syllabus of Differential Equations with previous year Gate & ESE Questions..

(Hindi) Complete Course On Differential Equations

BTech -IIT Patna(Mech). Thermal Systems Engineer MRV, Chennai. Planning Msc(CFD) -US. GRE 325 TOEFL 112. Educator for the love of subject.  

Harnav Gill

In the course we will comprehensively cover all the topics of Engineering Mathematics with core focus on problem solving. This also mainly helpful for Understanding and problem solving in my other courses on Fluid Mechanics and Thermals for GATE 2019.

Engineering Mathematics for GATE Mechanical

👉BTECH : ECE 🙂
👉YOUTUBER: technical 9x.
👉TEACHING EXPERIENCE: 3 year.
👉REFERRAL CODE: avishwakarma506.

Abhishek Vishwakarma

Here I Will Teach Differential Equations in a Simple Way. So That Anyone Learn It Quickly and I Will Also Break the Fear Regarding Differential Equations. Guys Don't Worry Here You Will Get All Topics Regarding Differential Equations.

(Hindi) Engineering Mathematics: GATE and ESE

Currently working for an Engineering Consultancy. I have completed my Instrumentation Engineering from Swami Vivekanand college. Educating i

Pawan Bhatla

Struggling with math concepts? Well, this course aims to help you out with just that. Throughout the course, I will be teaching you various tricks and shortcuts to remember the innumerable math formulae, and help you get your mathematics base extremely strong. Most of our new age subjects and even the traditional ones like Engineering have a strong base in maths, and that's exactly what I want to help you out with. So click away, and join me in this journey.

Mathematics: Easy Learning: GATE

In this course educator will discuss concepts,formulas and problems on Laplace equation. It is very important for GATE aspirants.

Lessons

31 lessons • 4h 50m

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Introduction to Course (in Hindi)

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Lec 01- Order and Degree of Differential equations with Gate Questions.(in Hindi)

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Lec 02- Variable Separation Method.(in Hindi)

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Lec 03-First order Linear differential equation with Gate Questions.(in Hindi)

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Lec 04- Previous Years Gate Questions on First order Linear differential equation (in Hindi)

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Lec 05-Previous Years Gate Questions on Variable Separation Method.(in hindi)

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Lec 06- Higher Order Differential Equations.(in hindi)

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Lec 07-How to Find Complementary Function(CF) of Higher order Differential Equations.(In hindi)

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Lec 08- Gate Questions on Higher Order Differential Equations Based on C.F.

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Lec 09- Gate Questions on Higher Order Differential Equations Based on C.F.

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