Thank u so muchhhhhhhhhh mam ...mera 2 din baad exm h n this theorem is most important theorem n me y chodne wali th...but aapki wjh se m y attain krk aa skungi ty so much...
Hi , In theorem every non zero finite ID is field, you choose a from F ,i think it should be choosen from ID not from F because we didn't know its a Field,can you plz have a look at that
By definition in book Integral domain has unity rather than commutativity and no zero divisor!! But u say integral domain has only commutativity and no zero divisor
She said that an integral domain is a commutative ring without any zero divisors but in certain books, the definition states that it is a commutative ring with unity and no zero divisors. She mentioned both scenarios and emphasized that the second one is not commonly used.
One of the best lecture series on modern algebra ...thank you ma'am
Thank u so muchhhhhhhhhh mam ...mera 2 din baad exm h n this theorem is most important theorem n me y chodne wali th...but aapki wjh se m y attain krk aa skungi ty so much...
Mam thanks for the lecture 🥰, i understood it very well.
best explaination
Awesome lecture mam❤😊
Very nice teaching mam.
Nice vdo mam ASE hi samjati rho
Mam, your all lectures are superb. Thanks for making videos of Groups and rings.
best video for ring theory.....u are doing excellent job madam....
Thanks:)
I have understood the whole lecture
Thanx mam☺️
very nice explaination..but pls write step wise toh hum exam mai jake likh sktr hai . therom smjh mai aagaya but how to write in exam manner..
Nice explanation
Thank you
I leaned so much 🥰
👌👌👌 explanation deedhi 😚
Very simple explanation man🙏👌
Thank you ❤️ so much for taken our problems ☺️
Mam you are semester saver 😭😁😁
You are an "Awesome" teacher!!
Nice video
Mam I like your teaching ❤️❤️❤️❤️❤️❤️❤️❤️❤️❤️❤️❤️❤️❤️❤️
Nice lecture 👍
Thx a lot for yr best videos, can u appload other videos in ring , for exemples ring homomorphic, isomorphic, poliynom etc
Mam questions bhi kra dijiye na mam plzz.... some problems bhi solve kraye na mam
Hi ,
In theorem every non zero finite ID is field, you choose a from F ,i think it should be choosen from ID not from F because we didn't know its a Field,can you plz have a look at that
Ma'am in theorems ko yad kaise rkhenge
Mam jrf clear krne ke liye kon sii books best hongi plzz reply de dena jisme basic to basic cover ho Jaye or advanced tkk
✨Division ring is non commutative integral domain...
Nice vedio mam...but last me puri vedio Ni daali aapne
By definition in book Integral domain has unity rather than commutativity and no zero divisor!!
But u say integral domain has only commutativity and no zero divisor
She said that an integral domain is a commutative ring without any zero divisors but in certain books, the definition states that it is a commutative ring with unity and no zero divisors. She mentioned both scenarios and emphasized that the second one is not commonly used.
URD best :)
Prove that if R and S are nonzero rings then R x S is never a field.
Plz prove it
Kaal ka method ha parhane ka