if G be finite group and a be any element of G s.t. o(a)=n them a^m=e iff n|m

[@thanigaivelan3375]

Thanks mam❤

[@dikshaguleria6085]

Very nice explanation 👌🏻👌🏻👌🏻👌🏻

[@MuzamilMehmood-sb7ok]

❤❤❤❤

[@yuvrajkaith9643]

Really helpful, thanks mam 🥰🥰

[@udayshan656]

❤️

[@SouravPathania108]

Can I say that the m is order of the element a belongs to G if n is diviser of m?

[@ARUNKUMAR-vs6ow]

Please Mam solve this problem : If (G,*) is a group, then the binary operation “*” is a surjective function of G×G->G

[@divyanshusahu3879]

Let G be a finite abelion group and let P be a prime If P 1 0 (G) then there is an element a e G such that ap = e
Can anyone give its proof

[@ankitamaini3714]

Mam please please please its humble request to you upload more videos of theorems ... your all videos are very very helpful for me .. i want to get more about this book from your video . Please upload more videos its my request to you .. thank you for your all videos😀

[@NidhiSharma-uk1cw]

Okay I will try soon

[@ankitamaini3714]

thank you so much .. waiting for your videos☺️

[@sameerhusain647]

Thanks 🙏

[@tanneerupriyanka9385]

Worst explanation clear ga cheppaledhu