Every group of prime order is Cyclic

[@MuhammadAli-rn4gj]

Great explanation always respect from.pakistan big talent in big india

[@dr.upasanapahujataneja1707]

Thank you 🙏

[@sharmilabaruadubaivlogger153]

7 nice beautiful sharing 👌👍

[@rkm.416]

This is the best explanation of this question I got to know after going through several channels. Thanks ma'am. You are a gem

[@mathematicsclassesbyrkshar8993]

Most important topic❤❤

[@komalabbasi9323]

Thanks my dear madam ap ke waja sy hamary math axy ho rahy hy

[@pankajsharma-md7bb]

Mam hmari book me 15 line ki theory likhi hui thi par aapne bahut ache se explain kiya mam aap playlist bna dijiye for 4sem bsc please

[@lowendplayer6729]

Thank you ❤️ super explanation 👌

[@bhumika7069]

Great explanation mam❤

[@mokshnirvana]

Such an amazing explanation 🙏❤

[@dr.upasanapahujataneja1707]

Glad you think so!

[@habinashhariharan3809]

Thank You so much, Mam. This helped a lot.🥰

[@iamrohini]

Crystal clear explanation

[@sandeepjaiswal7505]

Nice explanation ma'am thanks for help us

[@priyasonu005]

Thanks a lot mam for being best for us❤

[@binayakagamango7606]

Nice explain mam..

[@devanshkumar770]

India great h mam

[@govardhanmudhiraj9617]

Nice explanation madam thanks

[@Md.AshfaqueAlamAlam]

Thank you mam nice explanation❤❤

[@ashishkharb7440]

If order of G = order of H, then it does not automatically means G=H. Please explain the last part.

[@faizalkhanphotography8887]

Ma'am, in Lagrange theorem Group must be "finite" then order of subgroup divides the order of group 😊

[@abhinandanjain2399]

Thank you so much mam.

[@krishnayadavds8682]

Nice

[@ankitgarwa1773]

❤❤❤🙏🙏🙏

[@surbhikumari1475]

Thank you so much mam for this video🙏🙏 Love from India❤❤

[@dr.upasanapahujataneja1707]

Keep watching

[@adnanrasool3243]

Good explanation love 💘from Pakistan 🇵🇰👍😀👏👌😄🇵🇰

[@dr.upasanapahujataneja1707]

Many Thanks 😊🙏

[@OpPhilo03]

3:48 Mam H=(a) Ye Cyclic Subgroup kaise ho jayega?! Mam, apase Contact kaise karu? Group Theory me mujhe bahut dobut hai, Khaskar Order of Group and it's element me. Telegram par apako message karane ka option hi nahi aa raha hai.

[@aulecture7147]

Mam at 4:17, if g belongs to G, and g≠e, then is the subset of g kaise hoga.Dono ka binary operation alag alag bhi to ho sakta h?

[@dr.upasanapahujataneja1707]

Subset generated by an element have to be a subset otherwise group does not satisfy its properties and that subset satisfies the properties w.r.t operation of group and hence it forms a subgroup

[@atclasses236]

Thnx

[@ChandanSingh-wm5jk]

thank you mam

[@anandcmj]

Thanks ☺️

[@funnyvideo9671]

Thanks madam 😀

[@hbapan874]

Mam ap ka explanation style is assume 😇 I give you advice ap short video pa important bsc topic discussion kara 60 second par or any competition exam math shorrttrix @mam ap ka chennal grow hoo jia ga 🕵

[@andysaccount392]

Mam what was your PhD thesis

[@RamanBhatia522]

Madam G can I wrote this in exam. Yes Or No ? Please Answer me madam. Because in the book theorem has written in 14- 15 words.

[@bachelorofmathematics4484]

Madam tell me about dihedral group please

[@Themathjester]

We want real analysis also

[@dr.upasanapahujataneja1707]

Thank you😊.. I have already uploaded many Videos on real Analysis.

[@Themathjester]

That's great ...wo mujhe 4th sem mai hai ...this time iam in 3rd sem

[@amirrahman9649]

Mam it easy to prove that every group of prime order is cyclic, but how to prove that every abelian group of prime order is cyclic?

[@dr.upasanapahujataneja1707]

As we know that every abelian group is not Cyclic but every prime order group is Cyclic so if a group is abelian and it's order is prime it will be Cyclic.

[@amirrahman9649]

@@dr.upasanapahujataneja1707 yes mam you are right in your mind but the given theorem is that prove that every abelian group of prime order is cyclic,, now how to prove this ? My question is that

[@tena0210]

I don't understand 😭

[@tena0210]

use English please 😭