I am Record holder of International book of record, Asia book of record and India book of record for my Maximum Videos lectures of physics i

Rajashri Sanjay Kabra

In this course Iwill explain most important part of classical mechanics and special theory of relativity that is Lorentz transformation . While going through this concept . I asure you that all the concept behind this will be cleared.

IIT-JAM 

Hindi

(Hindi) IIT JAM: Special Theory of Relativity

Interior & Limit Points

Real Analysis

Mathematics

GATE, ESE and IIT-JAM

Ace the toughest competitive and government exams in India 

Test Preparation

This video is introduction to my new course Lorentz transformation which is one of the best and important part of special theory of relativity

Course Overview and Introduction to Course (in Hindi)

We see classical mechanics in our daily life but classical mechanics fails on some accepts. In this video we disscus about failure of classical mechanics and overcome of special theory of relativity.

Introduction to Special Theory of Relativity (in Hindi)

Newton's laws of motion is explained in this video . Also what is inertial reference system and non inertial reference system. With this  explanation of particle moves in straight light with constant velocity ...

Newtons Three Law of Motion and Particle Moves in Straight Line With Constant Speed (in Hindi)

Special theory of relativity ( Galilean transformation )
In special theory of relativity Galilean transformation doesn't work . But Lorentz transformation is a basic and important concept without which special relativity is nothing... And the concept of LT came from Galilean transformation . LT is correction in GT and to understand LT and study Special relativity it is necessary to study Galiean transformation which is comon sense relation for transformation of particle which we in our every day life experience s.

Galilean Transformation (in Hindi)

As we study Newton's law of motion under classical mechanics . Which gives us three Newton's kinematical equation which are invarient under Galilean transformation .

Newton's Kinematical Equations Are Invariant Under Galilean Transformation (in Hindi)

Michelson Morley came forward to prove there exist a luminiferous ether in which light travel but while performing experiment they found that there doesn't exist such type of ether and as a result of the experiment they found that light moves with constant speed with respect to any medium or reference frame. This experiment open new stream in physics i.e Special theory of relativity .

Michelson's Morley Experiment (in Hindi)

Maxwell's electromagnetic equations are not remain invarient under Galilean transformation. Which means that GT is not sufficient to show all equation and thats why there is need of Lorentz transformation.

Maxwell's electromagnetic equation donot remain invarient under Galilean transformation .

How Galilean transformation was correct by lorentz transformation equation ? How we get Lorentz transformation equation?

Lorentz transformation

Maxwell's electromagnetic equations are not invarient under Galilean transformation .this is one of the drawback of Galilean transformation which is overcame by lorentz transformation. And lt proves that Maxwell's electromagnetic equations are invarient under Lorentz transformation.

Maxwell's electromagnetic equations are invarient under Lorentz transformation.

4 D Volume elements are invarient under Lorentz transformation but 3 D are not invarient under Lorentz transformation.

3D volume element are not invarient under LT and 4 D volume elements are invarient under Lorentz tra

If two events ate occurred simultaneously then it is relative but not absolute

Simultaneously is relative but not absolute in special relativity

M.Sc. Mathematics from IIT Roorkee
B.Sc. Mathematics from Delhi University
YouTube: Algorithm Education
SME at Chegg
3+ years teaching Exper

Upendra Yadav

In this lecture series I'm discussing about all the important topic of real analysis (Theory of real function) for the aspirants of IIT-JAM & CSIR-NET. 
If you've any queries then please ask me in the comment section.

Please Follow me on Unacademy.

(Hindi) Real Analysis (Theory of Real Function)

I am Balram Yadav (M.Sc maths,CSIR NET(JRF) AIR 121 ,GATE,Cucet) and from last year i am engaged in delivering true knowledge to the learner

Balram Yadav

In this course we will discuss about boundedness of a set, neighbourhood of a set, interior point, limit points, adherent point and some very important theorems on these topics which are very useful according to the iit jam syllabus

(Hindi) Topology of Real Numbers

MSc (Mathematics and Computing) IIT BHILAI
B.sc(Hons) Mathematics from Jamia Millia Islamia New Delhi
Chegg q/a expert


Tauqeer Khan

This course discusses about Real Analysis  (Point set topology)

(Hindi) Real Analysis for IIT -JAM

Competitive experience - IIT JEE, VIT, BITSAT, UPSC(NDA), TES, CDS, AFCAT, CCS HAU enterence exam,
I have NCC (B & C) certificate

Amit Kumar

This Course covers Intro, darboux theorem, integrability, properties of riemann integral, fundamental theorem of integral calculus, mean value theorems.

(Hindi) Riemann Integral for IIT-JAM (Mathematics-MA)

Rishabh Saxena

In this course, the educator is discussing important topics of real analysis with properties through proper explanation of examples. I hope it will help you for Competitive exams like IIT JAM. I will teach you in Hindi but lecture notes will be in English.

(Hindi) Real Analysis for IIT-JAM

IIT J̊ÅM̊ QUALIFIED,post graduate,and further study on pure mathematics ...for any question (8923290203)

Swapnil Sundriyal

In this course, the educator discusses compactness. The course will be important for CSIR, UPSC CSE and IIT JAM Mathematics.

Lessons

11 lessons • 1h 56m

Invalid Date

NaN

Course Overview and Introduction to Course (in Hindi)

Invalid Date

NaN

Introduction to Special Theory of Relativity (in Hindi)

Invalid Date

NaN

Newtons Three Law of Motion and Particle Moves in Straight Line With Constant Speed (in Hindi)

Invalid Date

NaN

Galilean Transformation (in Hindi)

Invalid Date

NaN

Newton's Kinematical Equations Are Invariant Under Galilean Transformation (in Hindi)

Invalid Date

NaN

Michelson's Morley Experiment (in Hindi)

Invalid Date

NaN

Maxwell's electromagnetic equation donot remain invarient under Galilean transformation .

Invalid Date

NaN

Lorentz transformation

Invalid Date

NaN

Maxwell's electromagnetic equations are invarient under Lorentz transformation.

Invalid Date

NaN

3D volume element are not invarient under LT and 4 D volume elements are invarient under Lorentz tra

+ See all lessons