M is Maximal Ideal of R iff R/M is a Field- Homomorphism/Isomorphism - Ring Theory - Lesson 41

[@manjit1274]

Maam you teach very well ❤

[@animegss]

thank you mam

[@anisha9794]

6:14 why mam?

[@bardwalarun3058]

Thank you mam ❤u

[@attaulmustafa5538]

Mam kindly topology ki be complete playlist bany or upload kary i am waiting.....

[@kokilan677]

Thanks mam sooo nice

[@learnmatheasily]

Thanks for liking

[@sadiazumurrad]

Which book do you fallow?

[@learnmatheasily]

I followed almost 5 to 6 books

[@sonaliseema4522]

Mam In corollary we don't have prove anything else like if it comes in 8 marks question I am very confuse😢

[@riyasikdar1069]

Why M is a zero of R/M ?

[@bumanjyotikalita1425]

11:05

[@mohdtalhakhan7859]

thanks maim

[@Fatima-nn5tv]

Please, I need your help in solving this proof. Can I communicate with you? I am from Iraq if M is maximal ideal of S and f is homo and onto then f inverse of M is maximal ideal of R

[@learnmatheasily]

I did similar type of problems. Check playlist

[@surajkumarverma1260]

very useful

[@bowenlennon178]

instablaster.

[@fahidakbar9398]

maam g ap book name bata saktan han??

[@Schizophrenic176]

Abstract algebra by r kumar

[@Notpseudosecular]

mam pages waste mt kariye white board le lijiye chota wala ....very useful vedios mam

[@learnmatheasily]

Ok

[@shashank_kishore_]

❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤

[@AnjaliGupta-oi4ue]

👍

[@xcl9189]

whaq languada isa thisda ?

[@priyasuthar840]

Hindi