Differential Equation - L4 | Linear Form of Differential Equation | Class 12 Maths | IIT JEE Mains

In today's Differential Equation session, you will learn all about IIT JEE Mains and Advanced topic Linear Form of Differential Equation by Maths Master teacher at Vedantu Pulkit sir. In Class 12 Maths, Linear Form of Differential Equation topic helps us in easily understanding basic concepts and to solve problems and get good marks in IIT JEE Mains & Advanced. In Differential Equation, Linear Form of Differential Equation Concept enables us to give the right idea to find the solutions on Jee Mains & Advanced problems.

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Learn the complete details about Linear Form of Differential Equation Concept which is one of the most important topics of IIT JEE. Solve important JEE Main and Advanced 2020 questions along with IIT JEE Maths preparation tips and tricks. Crack the IIT JEE 2020 Maths with these valuable IIT JEE preparation tips and tricks.

This session will mainly be around Linear Form of Differential Equation and JEE Maths Questions and concepts, as it is one of the most important and scoring topics in IIT JEE Advanced and Mains as well. In today's lecture, Pulkit Sir will talk about Linear Form of Differential Equation with problems and share some preparation tips on how to crack JEE Mains.

Key areas of this session:
1. Linear Differential Equation
2. General Form of Linear Differential Equation
3. Examples on Linear Differential Equation

Get a thorough clarification of all the concepts that are entailed in Different Equation JEE Main and JEE Advanced problems.

All the IIT JEE aspirants who are going to appear in JEE Mains 2020 need all their blood, sweat and tears to crack it and with hard work and proper guidance, you can also make it to JEE Exam successfully.

#DifferentialEquation #LinearFormofDifferentialEquation #JEEMains2020Maths

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[purnachandraraoperumalla]

Sir your class is interesting and exciting and super sir

[adarshraj]

Simple simple bahi its just magic 😍😍😍😍🤗🤗🤗🤗🤗🤗🤗🤗🤗🤗🤗
Thnaku pulkit sir🤗🤗🤗🤗🤗

[rajatagarwal]

Thank you so so so much sir 🙏🙏🙏🙏🙏🙏🙏👍👍👍👍👍 for your hard work

[pragjibhaimadhubhaiankoliy]

Sir plz iss bar ka kvpy 2021 k bare me bataiega na

[pratyushsinghpratyushsingh]

Hame phy or chem ke liye YouTube pe lecture miljata hi but maths ke ache lecture nh miltee hi but now I found a good teacher for maths

[jaguarkunal]

Thank you so much sir you cleared my all doubts ..

[amirsrms]

Answer for first
y(x^2 - 1)=x+c
Second
y(1+x^2)/x= x(log x-1)+c
Third is option B

[adityakumarsingh]

Video starts at 3:43
Thank me later 😗

[aishikpatra]

Pulkit sirji! I made a video(several clips taken from different lectures) of 5minutes of you teaching with the bgm of "LEGENDS NEVER DIE!" 💖

[sainisahhb]

Sir I am class 12 student and I am preparing for board I want vedantu to please share a session for strategy of board in last for 4 months

[mdsharik]

You are really amazing thank you so much sir 🙏🙏...stay blessed Sir

[gnaneshssa]

Sir I found it very difficult when the same was taught in school but now it is damn easy sir . Thank you so much sir .🙏🙏🙏🙏🙏

[gouravkumarsingh]

Sir an off topic comment :::: "u are the best " 🤩🤩🤩🤩🤩

[shreyanshkumar]

First HA problem ans ...is..y(x^2-1)=x+c

[_SHUBHAMGUPTA-iglp]

Sir solution of Home assignment Problems:
1. y(x^2-2)=c
2. ((X^2+1)÷x)y=(x-1)ln x + c
3. Option 'b'

[aryansinha]

Sir aap jab btate ho tb mujhe koi v question hard nh lagta