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 chapter,we shall study group and subgroup,which are the fundamental concepts in the study of abstract algebra. To define the notion of group ,we required the concept of binary operations.

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

Hindi

(Hindi) Algebra - Groups : CSIR-UGC NET

Fundamental Theory of Arithmetic

Algebra

Mathematical Sciences

NET Exams

Ace the toughest competitive and government exams in India 

Test Preparation

Introduction (in Hindi)

Binary Operation (in Hindi)

Definition of Groups (in Hindi)

Example of Groups (in Hindi)

Abelian Group Example (in Hindi)

Addition Modulo 'm' and ×m (Hindi)

Example of multiplication modulo 'm' (hindi)

Integral power of an element of a group (Hindi)

Some important theorem (Hindi)

Order of an element of a group (Hindi)

Important theorem 0(a)=0(a^-1) (Hindi)

Type  PKMATHS pankaj13 on YouTube to get Complete live Courses Subscribe on YouTube for free . 


Pankaj Kumar

In this course, the educator discusses an intuitive idea of Groups with Examples under Mathematical Sciences helpful for CSIR UGC NET Aspirants.

(Hindi) Groups (Properties and Examples): CSIR UGC NET

This course group theory for CSIR-UGC-NET/JRF with the concepts of Gallian and Dummit Foote has discussed beautifully.

Group Theory

M.Sc Mathematics  (Miranda House, DU).
GATE 2018 Qualified
cleared IIT JAM in 2015
Participated in many ppts. competition and my ppt. at Dep

Rupal Aggarwal

In this course we will be learning group theory where we will understand different concepts and methods to approach a particular problem. Basic focus will be on questions related to CSIR NET and questions related to other exams will also be covered.

(Hindi) Group Theory : CSIR-UGC NET

B.Sc done from rajasthan University | M.Sc mathematics done from Parul University | IIT JAM 2018 cleared | NET JRF with AIR-150

Gaurav Kumar Agrawal

This course covers the Group theory of Abstract Algebra.

(Hindi) Abstract Algebra CSIR-UGC NET JRF Mathematics

We shall study subgroups and the various related results and Theorems in this course.  We also study cyclic groups and Theorems  in this course.

Lessons

12 lessons • 1h 48m

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Introduction (in Hindi)

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Binary Operation (in Hindi)

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Definition of Groups (in Hindi)

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Example of Groups (in Hindi)

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Abelian Group Example (in Hindi)

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Addition Modulo 'm' and ×m (Hindi)

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Example of multiplication modulo 'm' (hindi)

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Integral power of an element of a group (Hindi)

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Some important theorem (Hindi)

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Some important theorem (Hindi)

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