Existence of maximal ideals

Lecture 16 Final
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[@darrenpeck156]

This professor is incredible; I sincerely hope he considers publishing more lectures! Thank you so much.

[@deepakgaira3586]

Please if anyone could anwer my question....Above

[@deepakgaira3586]

Sir I didn't get why for proper ideal 1 must not belong to it.

[@veinsbeats7021]

If 1 belongs I (I is a proper ideal ) then every element of the ring R will belong to I as any element in R (say element r) can be written as 1.r then r will be in I by property of Ideals. So I=R which is absurd.

[@jamilanjum669]

Minimal wala kijiya