Normal Subgroup - Concept of P-SSG Short Trick | BHU, CUCET, HCU, TIFR NBHM, CUCET

This video lecture of Number of Normal Subgroup - Concept of P-SSG Short Trick | BHU, CUCET, HCU, TIFR NBHM, CUCET | @Dr.Gajendra Purohit - GATE / IIT JAM / CSIR NET | BHU, CUCET, HCU, TIFR, NBHM, ISI, DU | Best Short Trick | Maths Tricks | - Short Trick | Problems & Concepts by GP Sir will helpful For students to understand the following Concepts Of
1. What is Normal Subgroup In Group Theory.
2. Maths Tricks for Normal Subgroup - Concept of P-SSG Short Trick
3. This is helpful For all Government Competitive Exams
4. TIFR, NBHM, ISI, DU, HCU, BHU, CUCET
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⏱Time Stamp⏱
→0:00 - Introduction of video on Normal Subgroup p-SSG
→0:24 - Trick for Normal Subgroup p-SSG
→1:12 - Q1 on Normal Subgroup p-SSG
→5:18 - Q2 on Normal Subgroup p-SSG
→7:00 - Q3 on Normal Subgroup p-SSG
→8:30 - Q4 on Normal Subgroup p-SSG
→10:17 - Question for the comment box
→10:30 - Conclusion of the video
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Thanks
Dr.Gajendra Purohit

[@ashutoshdixit2687]

Only 1 normal subgroup of order 3

[@SKREJAULHASSAN]

Brilliant idea and teaching... Sir...

[@manishyadav03127]

Mostly helpful video
Thank you sir 🙏

[@karunagoswami3360]

Thanku so much sir. Very helpful video

[@mathematicslearning3201]

Sir your explaination is great.

[@priyamahto2745]

Thankyou so much sir for all your videos and your amazing work for us.

[@swadhamishra7159]

I always like the way you teach..❤

[@pranjulpatel3774]

Thanks sir

[@rinshur248]

Thnks sir...🙏

[@neerajprajapati8221]

Thank u sir

[@kavitabishnoi1317]

Thank you sir....3 is normal subgroup

[@arbinaparvin3441]

Option c-3 is true.
One eidentity subgroup, one improper subgroup and one subgroup of order 3

[@Rakeshkumar-jf4ty]

Excellent sir thank you so much sir 🙏 to

[@dipapal1567]

Thank You Sir ❤️🙏🏻
C ✅

[@saumyamaurya6359]

Most helpful video sir only 1 normal sub group of order 3

[@dronamrajuchanda3262]

3 normal subgroups thank you sir

[@aamirjamal7659]

Thank 😊 you ❤ 😘 sir 😊

[@sumitas8998]

The answer is c.Thank you sir🙏

[@lalitdhakar377]

D is correct and 10 sec thank u so much sir

[@mauryamanish9418]

Option A is the correct answer.

[@NitinYadav-tc3xl]

Ans - A

[@komal2660]

2. {e}and 3SSG

[@debasishrajbongshi4028]

Only 1 distinct normal subgroup of order 3 .

[@chandankumargupta8174]

Option A is correct

[@samikadhamrat2843]

option A

[@AmanPandey-ep3we]

Ans A

[@shraddhadubey7091]

Option - ( c)...

[@triptivats7107]

A is correct

[@AnkitKumar-fe4kw]

A is correct answer

[@rupanshisharma3882]

Answer is c

[@Priyanka24526]

1 normal sbgrp of order 3

[@dhananjaykumarpathak8232]

B is correct

[@deepakcarpwnter]

Option A

[@sagarikasahoo3943]

Opt a is ans🙏

[@riturathi6956]

Option c is right

[@meneha191]

Option 3
And thank you sir👍👍

[@targetacc8993]

Kasa prove that

[@meneha191]

@@targetacc8993 6=2×3
Yaha pe 3-ssg unique hoga
Isiliye 3 normal subgroup hua

[@vidhyachauhan3174]

So option A is correct na

[@satpaul4898]

option c

[@durgapancheshwar1128]

Ans. c

[@BISWAJITDAS-oy3pj]

The correct answer of 5. is A.

[@snehakhandait4561]

3

[@koushikpal3445]

Number of normal subgroup is 1 of order 3

[@UmaShankar-hq4bv]

Bro 3 honge trivial and S3 is also in S3

[@tannukumari1067]

1

[@sheemanitinsan7235]

Option C is correct✅thanku so much sir

[@abhinav00012]

non abelian groyp of order 6 khud normal hoga kya ?

[@werallindian8962]

Only 1

[@bibhurawat8167]

2 trival bhi to ha isiliye option C is correct

[@jaishankar3522]

Only one normal subgroup of order 3

[@Sume597]

2

[@shahelimodak]

Only 1 distinct normal subgroup

[@Ankit_singh_26_01]

A

[@garimasingh4289]

1normal subgroup

[@shritechjamshedpur4155]

Only one normal subgroup

[@Sume597]

Only one normat subgroup

[@AnkitKumar-fe4kw]

Only 1 that is 3

[@spiritual4126.]

3 right answer.

[@spiritual4126.]

First ☺️

[@KeshavSingh-cw8oe]

Sir group of order 45 will be cyclic because 45=5*3^2 and it is of the form q*p^2 and here 5 doesn't divide 8 and also 3 doesn't divide 4 which implies this will be cyclic.....sir please reply me either i am right or wrong

[@NitinYadav-tc3xl]

p.q ki form main hone chahiye....p.q^2 ki form main nhi

[@saleemjabedalkhayer4735]

Aap ne jo bataya woh abelian k liye p^2q form wala,, to o(G)=45 abelian hai par cyclic nehi

[@maharghade4285]

@@saleemjabedalkhayer4735 nehi bhai cyclic he hai kyuki sir ne jo Z3xZ15 liya hai uska order 15{LCM(3,15)} aata hai naki 45,to agar aap Z5xZ9 le tab order LCM(5,9)=45 ayega and gcd(5,9)=1

[@SKREJAULHASSAN]

Ans A

[@ramjankhan3659]

1

[@amanraj1312]

A

[@debashislenka8160]

3

[@REETACHAUHAN-no5jy]

A

[@college3728]

A