Construction of Zn Integers Modulo n {Part 1 }| Algebra
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- Опубліковано 11 жов 2024
- In this video, Ishika Aggarwal will discuss the Construction of Zn Integers Modulo n in detail. It would be helpful for all aspirants preparing for IIT JAM / CSIR NET. Learners at any stage of their preparation will be benefited by this video. The course will be covered in Hindi and screen notes will be provided in English.
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Thanks for watching!
Ishika
❤
#Integeres #Modulon #Zn
Thanks ma'am for the wonderful lecture
Great...she is very hardworking...keep uploading videos...of DU maths syllabus
Mam apka class bahut achha h
Unbelievable explanation
Well done Thoroughly Explained
Thankss didi , this cleared all my doubts 🥺🥺🥺🥺
Thankuu mam
Thanks miss
Thanks didi...this channel is soo underrated 👌
tysm aunty
Thank you ma'am
Thank you so much
Good morning... Thank you
Vry helpfull video
Thank you soo much ma'am
Thanks
Thank you mam
thanks mam
Please indexed set k bare me ek video banaye
NICE
🎉🎉🎉🎉
Meaning of trip bhoemia ?
Is there is a special reason for such unique name?
Yes.
Kindly check the description box for the same.
Ok
WoW!!!
It has a very deep meaning
At first I think it was fancy but now that i know it like a inspiration...
Thank you mam....
Great mam
Beauty with brain❤️😋
❤
Mam aapne isme konse software ka use kiya h.plz tell me🙏
Mam matrix pr video bnao
Ishika mam please aap ka video speed(*1.5x/*1.75x/*2x) me dikhai dene wali feature Ko activate kar dijiye.
❤❤❤😊😊😊
🎉❤😊❤🎉❤
Mam permutations group ka vedio banaiye plz.plz mam
Miss you mam ap kb padhaogr
Or kisi bahi Kay pass first year or second ke maths ke book ha pdf hA to please day de
Unity of guasain integers modulo n ...exists or not
Also units in this ring r...
Plz help
Unity is 1 there
Units are all invertible elements : +1,-1,+i, -i
@@tripBohemia so it means same as guassian integer.....
How -1 ?? -1doesnt belong to integer modulo n
-1 mod n = n-1
@@tripBohemia but integer modulo n involves only positve integers(only remainders )
Intergers modulo n includes modulo classes (equivalence classes).
You are very cute 🙂🙂
Madam ap hath say lakha Kary wo bahtr ha
Thank you so much mam
Thank u ma'am
Thank you mam.
Thanks mam