Prove set G= {0, 1, 2, 3, 4, 5} is abelian group of order 6, addition modulo 6. | Jayesh Umr

[@RayDusk]

Thank you so much ❤️😊 very nicely explained 🤗🙏

[@ayushsoni3254]

this question comes on my paper and now i am in toilet now i go nd just write down thanks

[@AD-jj4vi]

Super

[@palvidevi8050]

😆

[@nikhilthaker7794]

😂😂😂🤣

[@Nithi904]

🤣😂

[@saketpandeysp33]

Legend 😂

[@GT-wm6rd]

Best explain sir thanku 👍👍

[@shineprincess9527]

Thank you so much sir you are superb god bless you

[@Tareq--ri6qe]

Great explanation

[@nishthagupta875]

Thank u so much sir for this great explanation

[@piykum7]

Thank you so much. I was unable to understand this on my own.

[@div9809]

Thanks sir ; helpful video

[@sandeepa_chaudhary7]

So helpful ⭐

[@allrounderjerry8298]

With out 0 in the set addition modulo is that possible?

[@DhanDarpan]

kon gavna se bhau

[@abhayagarwal5097]

Nice explanation,ty

[@britadilpathak4975]

Explanation is very good

[@EasyExamNotes]

Thanks and welcome

[@mstdcreation409]

ty so much bhai god bless you

[@divyanshupurohit7]

Sir i confused in existence of identiy and commutative law because both are same property. 😳😳

[@Madhuriforu]

Great explanation 🤗

[@ChessKaChaskaa]

Very helpful sir

[@nikshithajain3254]

Thank you so much😊🙇

[@DurgeshSingh-ho7qe]

Thanks for explaining in hindi language

[@maheshsahu8960]

Thank u sir🙏👍💯

[@ashishkumar24]

Thanks you saved me!!!!

[@322-pinkidhobi9]

Determine which of the following are group justify (1) 2z, the set of even integers under multiplication. Sir how to solve this question please sir send me solution

[@maazajaz1944]

Waching 1hrs before exam, very ez explanation

[@nishantyadav1540]

well explained !!!

[@mukulncertmathematics7696]

Nice explaintion and keep it up

[@Vipmoviehub]

In this question why are not use of order 6 (In previous video of modulo multiplicative case u use 7 why please anyone clear my doubts)

[@rajeshbhandari418]

Thanks sir

[@Abhishek-97n]

Amazing sir

[@bhargavbhargav9431]

Thank you sir

[@himanshu8006]

Can you please explain why 0 is the identity element in this case, whereas in another video we did it with respect to multiplication module 7 the identity element was 1?

[@Gamingwithdhruvrathee]

addition me aur multipiliction me different hote hai

[@Gamingwithdhruvrathee]

identity element se mtlb hai ki aap jab koi no. identity element se operate karwaoge toh wahi no. milna chaiye ab aap multiplication me 0 se operate karoge toh 0 milega na ki same no., ish liye 1 se karate hai multipication me

[@vasueva1856]

thank you sir dil se

[@EasyExamNotes]

So nice of you

[@rajpalsingh3790]

Thanks

[@jaihindjaihindu6625]

It will no form abelian group sir ji

[@anjaneyasharma322]

Take any two elements and add Then check whether their sum is 6. groups whose sum is 6 are abelian

[@shoaibkhan6134]

Awesome bhai

[@zaidshaikh4493]

Very nice

[@binunk9647]

Tnq so much sir

[@EasyExamNotes]

Most welcome

[@vasuchaudhary]

Bhaiya ismai order of each element of G batadijiye please...😇😇😇

[@slegendgaming1363]

thanks sir

[@shakirfarooq4642]

Thank u

[@levi-lb6dp]

Thankyou so much bhaiiiiiiiiiiiiiiii

[@anayap.r.k936]

Thanku sir

[@technokhan9316]

Jabbr guru gee

[@ZenithCrew_9058]

Thanks paper hai 1 ghante baad😂

[@shivanirawat4073]

Thnq

[@322-pinkidhobi9]

Z is integer

[@tubalari1479]

G=(1, 2,3,4,5,6) is a finite abelian group of order 6 w.r.t. addition modulo 7 please slove kr ke batao

[@EasyExamNotes]

Sure

[@roshnithakur7129]

Thank you bs exam m aa jaye

[@malcolmlamya8770]

In English please 🙏

[@vijaysanwal9817]

🙏🙏

[@muddamalik2875]

i love u

[@siddappamali8972]

Thank you so much sir

[@lakshaybhatnagar6221]

Thankss sir

[@naturaltreasure5831]

3rd sem?

[@SuraviDe1111rk]

Thank you so much 😊

[@EasyExamNotes]

You're welcome 😊