Group theory part 6-Cyclic group abstract algebra

[@MohdSahil-6392]

Hamari maam pata nahi kya padhatii you are very good techer from lucknow university

[@meghsinghrathore9160]

In a limited time very well explained Ma'm. The method of explanation is very simple. Thanks

[@dr.upasanapahujataneja1707]

Many Thanks 🙏

[@MohdSahil-6392]

Excellent maam ❤❤

[@DHANANJAYKUMAR-ww6yd]

Excellent mam bahut sare doubts clear ho gaye.... Thanku so much

[@malikusmanbashirawan958]

M n bhut c vedios dakhi hn group theory but your method is best m bs maths 3rd semester ki student hun from Pakistan InshaAllah future m v is channel s faida uthaun gi Allah apko kamyabi dy Ammeen

[@dr.upasanapahujataneja1707]

Many many thanks 😊🙏

[@Recite_with_Sagar]

Thank you so much Ma'am 🙏
Concept full clear now

[@shivamrana9990]

Ek no. Ma'am 🔥🔥❤❤

[@dr.upasanapahujataneja1707]

Keep watching

[@arajsingh7430]

You are great 🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏 mam

[@dr.upasanapahujataneja1707]

🙏

[@atrsankaralingamvalarmathi3]

Excellent explanation mam... Mam, How to find cyclic subgroups for symmetric group S_5... please explain me mam

[@dr.upasanapahujataneja1707]

Thank you🙏
Will do video for that

[@atrsankaralingamvalarmathi3]

@@dr.upasanapahujataneja1707 Thank you so much 🙏

[@jagrampatelau2436]

1+1+1 =3/6 me remainder 0 hoga n ? Mam

[@dr.upasanapahujataneja1707]

Yes

[@mathematicsspecialistbs6536]

Greatam🎉

[@krantimandal6864]

thank u mam

[@dr.upasanapahujataneja1707]

Keep watching

[@aastha6145]

Mam Always 1& n-1 generators honge Zn ke

[@dr.upasanapahujataneja1707]

Generators of zn are numbers which are less than n and are coprime to n

[@aman_017]

@@dr.upasanapahujataneja1707 mam in case of addition only ?

[@Tanisha6091]

Thank you so much mam 😁

[@baagirajeev2782]

Thnq mam🙏🙏🙏

[@satgupta7724]

Mam cyclic group nh h

[@gyanendrabhandari47]

Pranam ma'am

[@MandeepKaur-m2m]

Mam ye cyclic Nhi hh 😊😊😊😊😊😊😊😊😊thnkyuuu sooo muchhh apkii bhuutt bhuutt mhrbni

[@kokabnaqshbandi8531]

X8 is not cyclic
Mam, please confirm this?

[@kokabnaqshbandi8531]

{1,3,5,7} X8 is not cyclic.
Please confirm, am i right or not

[@dr.upasanapahujataneja1707]

👍right

[@SantoshYadav-yp2gx]

Nice

[@dr.upasanapahujataneja1707]

Thanks for watching....

[@amitamitrajput900]

🙏🙏🙏🙏🙏🙏🙏🙏🙏🙏

[@shakilahamed9210]

Mam H.W is not cyclic

[@shakilahamed9210]

Mam ap group theory topic related sare information apki channel per video banakar dijiye ( A to Z)

[@SantoshYadav-yp2gx]

X8 is a cyclic group whose generator is 1,3,5,7

[@dr.upasanapahujataneja1707]

Please try again....By watching concept that how do we check whether a particular number is generator or not

[@SantoshYadav-yp2gx]

Means we say that every K4 gp is an cyclic gp
Since it is self inverce

[@dr.upasanapahujataneja1707]

If elements are self invertible then group is abelian ....Not cyclic...And multiplication modulo 8 group is not cyclic as it does not have generators..
Please try to generate the group like I did by taking elements one by one...Then you will find that it can not be generated by these elements.
It's good that you are asking doubts ...Keep asking n watching..
Thank you 😊

[@SantoshYadav-yp2gx]

I'm not satisfy on this

[@dr.upasanapahujataneja1707]

What do you want to learn... Please write
Me in detail on [e-mail]

[@muzahidul1234]

thanks

[@Rajapalayamdogbreeder]

Z8 is not a group under mulplication modulo.since 8 is even

[@amritathakur2036]

Why

[@Menofmathematics123]

mam this is not cyclic.

[@jayitarakshit4353]

Z8 not a cyclic group

[@ananyachatterjee4219]

X8 is not cyclic as it is not generated by 1,3,5,7

[@anjalidevi2154]

X8 isnot a cyclic group

[@MonikaYadav-vv8ux]

It is cyclic

[@mohammadarseen1324]

Not a cyclic group