Every Nilpotent Set is an Ideal of a Ring - Quotient Ring - Ring Theory - Algebra
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- Опубліковано 11 жов 2024
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Every Nilpotent Set N is an Ideal of a Ring along with that i will prove the ring R/N has only one nilpotent element which is N only
, i will explain this theorem of Quotient Ring with complete detail in today's video. which is very important topic of Ring Theory.
which is a very important topic of Ring Theory
everything is explained in Hindi
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Before this topic i did various other topics of Real Analysis:
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Thanks soo much mam ❤
Thankuu Mam
Can u pls tell from which Book u r taking this result .....
Excellent ma'am
How -b power m become zero
Mention time of the video
Maim lecture 73 Kahan h
74 se hi he. 73 nsi he