Abstract Algebra: Group Theory- L 13 (General linear group & Special linear group) ||IIT-JAM,NBHM||

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To download notes 📚📝of group theory, join telegram channel (link is given below).
* Best book for Group theory: 👇
amzn.to/2BDFCkA (Contemporary Abstract Algebra)
amzn.to/2Nn4QX5 (Schaum's Outline of Group Theory)
📚 Sets, Relation & function: 👇
unacademy.com/course/hindi-ii...
Sequences of Real number ( Complete course, 40 lecture, 15 hour watch time) 👇 • Real Analysis: Sequenc...
Now I started a new lecture series which is "Abstract Algebra: An Introduction to Group Theory". This is a very useful lecture Series about the group theory, the most important topic of algebra for a mathematics student, if you are preparing for IIT-JAM MA, CSIR-NET, TIFR, NBHM, GATE, ISI, CMI, BHU-PET, JNUEE, DU, CUCET or for any masters entrance exam in mathematics.
This topic Modern Algebra (An introduction to group theory) is also very important in Engineering & Basic Science Students.
In this lecture Series, We'll Cover all the Important topic related to group theory (Modern Algebra).
And This lecture series Contains 200 lectures (approximately 50 hours⌛watch time) 👇
So if you want to watch these all lecture then go to my playlist and Watch complete lecture series. After watching 👀 this lecture series I'm sure, you can solve all the ques related to group theory.
(Keywords) Queries solved in this lecture 🎥
* special linear group
* general linear group
* general linear group GL(n,F)
* special linear group SL(n,F)
* how to find determinant of matrix in general linear group
* how to find order of GL(n,F)
* how to find order of SL(n,F)
* how to find inverse of matrix in special linear group
* how to find inverse of matrix in general linear group
* what is means of GL(n,F) and SL(n,F)
* properties of general linear group
* properties of special linear group
* imp results and point of general linear group and special linear group
* counting of events
* special linear group example
* general linear group example
* special linear group proof
* general linear group proof
* general linear group of order n
* general linear group of order 2
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Thanks for watching !
Upendra Yadav
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[@MahendraPratap-zm3vd]

❤❤❤❤❤

[@thenewdimension9832]

Your way of teaching is Awesome
May God bless you !

[@anshumanpal8078]

Very nice explanation 😊

[@himanshukhandelwal1982]

Your voice is very Clear and Attractive 👍👍
Ans is 336

[@rajeshkumarroy1262]

Answer is 336
And thanks for explanation.

[@sandeepkhair4127]

376

[@chittaranjanswain6016]

Excellent

[@gauravtyagitv7538]

GL(n,F) is not a group under addition of metrices because zero matrix doesn't belong to it , improve your mistake

[@hansimazakstudios2633]

336

[@Ankush_Bhatt]

SL(2,Z 7)= 0

[@ahmedabdel-aziz3093]

General linear group under addition is not group it is not closed

[@VijayKumar-xy7yt]

Gl(n, F) under addition group nahi hoga kyuki under addition identity to zero matrix hogi

[@ssoundarya5954]

exactly i too have the same doubt

[@alishahossain9462]

GL(n,F) will form the group under addition because if your identity matrix is zero then still you can find the inverse matrix which satisfies your identity. so it will form the group more precisely abelian group.
you can check it on your own

[@mathswallah3868]

336is correct answer Just within 10second

[@zahidhussain4898]

336

[@sukritithakur6206]

336

[@subratkumarpanda9691]

336

[@naikyasir2871]

336

[@sampadmondal5444]

336

[@jitainchopra3701]

336

[@lochansharma1007]

336

[@bibhupatra7997]

336