Every finite integral domain is field/L9/rings integral domain field in modern abstract algebra

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integral domain in modern algebra abstract algebra Bsc Msc csir net maths in hindi/commutative ring with unit element without zero divisor
integral domain in modern algebra abstract algebra Bsc Msc csir net maths in hindi/commutative ring with unit element without zero divisor
integral domain in modern algebra abstract algebra Bsc Msc csir net maths in hindi/commutative ring with unit element without zero divisor
integral domain in modern algebra abstract algebra Bsc Msc csir net maths in hindi/commutative ring with unit element without zero divisor
every field is integral domain rings in modern algebra abstract algebra Bsc Msc csir net maths/L8/
every field is integral domain rings in modern algebra abstract algebra Bsc Msc csir net maths/L8/
every field is integral domain rings in modern algebra abstract algebra Bsc Msc csir net maths/L8/
Every finite integral domain is field/L9/rings integral domain field in modern abstract algebra
Every finite integral domain is field/L9/rings integral domain field in modern abstract algebra
Every finite integral domain is field/L9/rings integral domain field in modern abstract algebra
Every finite integral domain is field/L9/rings integral domain field in modern abstract algebra

[@n2bar712]

Sir aapko kooti kooti naman sir Thank you sir Aapki teaching dimaag m chaap jaati h sir.

[@user-vg8eo8nu5c]

Thanks a lot air g❤❤

[@anushkasaini5672]

Apke video se bahut achcha clear hota hai sir thank you for ring theory

[@HDMATHEMATICSBYHDSIR]

Thank you very much

[@sirjee3638]

🙏🙏🙏🙏🙏🙏🙏..... Thanks a lot for your Videos Sir ji...

[@emankhan8118]

No one could explain it better than you 👌 Thank you so much 💫

[@gopalkrishnashukla2560]

Sir aap great hi Mai निशब्द हु aapke प्रयास के लिए Thanks sir

[@HDMATHEMATICSBYHDSIR]

Welcome

[@deeptigupta7551]

I like your way of teaching and song sir you are perfect in every topic sir grt

[@HDMATHEMATICSBYHDSIR]

Thank you

[@icc1280]

Sb jgh dekha pr jo smz yha aya wo khi ni aya great sir 🙏🙏🙏🙏

[@RohitKumar-hm7xr]

Best teacher 🌹👌👌

[@devilgaming3110]

Sir u are amazing ... And your explanation. Is best

[@userzcxtgc7129]

If Integral Domain is not Finite then What will happen?? Please reply

[@userzcxtgc7129]

Sir, Please Respond

[@prasantkumarjena924]

You are fabulous sir...I became a teacher after learning from your classes.Sir lots and lots of thanks for your dedication and devotion.Exactly I have no words to show my gratitude towards you.

[@HDMATHEMATICSBYHDSIR]

All the best

[@nirupamsur5703]

In the proof of All elements are different, how can you use left cancellation law? in left cancellation law we first multiply a with a^-1, but here we dont have a^-1 we have to show that a^-1 exist , so how can you use a^-1 in previous ??

[@lucasolimpio4443]

thank you for the explanation. Please teacher, could you help me with this following exercise? show that Z[ √ 5] ≃ Z[X]/(x^2 − 5) not is a field

[@sachinkumar-ko5mm]

Amazing explanation guru ji

[@abdulwahidhashmi7771]

Thank you sir You are the best teacher

[@wishuhindi6876]

Very good sir sir kya ye msc previous ka chepter ha

[@HDMATHEMATICSBYHDSIR]

Yes go to playlist

[@user-hm1xy5vq9d]

sir d desh me one ayega iska kya proof hai kyunki sir product me har element aye iski kya garenti hai

[@drniharikarathod6423]

Thank you so much sir ji

[@ajitkumarbehera4811]

Really 👌👌👌

[@abirshihab6428]

Thank you so much sir

[@debdulaldas4879]

❤

[@anshikayadav2561]

Sir aap ko agr time lge tho please bsc 2nd year ki static mai virtual work pda dijeyai please sir

[@HDMATHEMATICSBYHDSIR]

Ok definitely

[@adokeystar4440]

Sir ring theory kalya app konse books follow krta ha sir

[@AbdulWahid-ix4tm]

Thank you very much

[@HDMATHEMATICSBYHDSIR]

Welcome

[@sumitkumarchandan6713]

🙏🙏

[@NO_Copyright_Shorys]

Sir mechanics and fluid dynamics ke lectures banao

[@khushipandita4034]

Thank you sir please continue ring theory this is most important to me sir you are legend sir

[@HDMATHEMATICSBYHDSIR]

Welcome

[@ravinsaharan191]

question arise here D' is not abelian group(+) so it is not integral domain please explain me sir if i am wrong

[@AKS3019]

D is Commutative i.e. (1) C.P (2) A.P (3) Identity (4) Inverse (5) Commutative Then it is Group And if Group is commutative Then it is an Abelian 🎉

[@ayushkumarsingh2537]

Yes, D' is not an abelian group because it hasn't contain additive identity(0). But we need not to prove that D' is an abelian group. Because our original set is D and we have to prove that D is a field.

[@OpPhilo03]

23:30 Sir, to fir Alag se D' set banane ki Kaya jaroorat thi? a.x to always D me hi belong karenge aur kabhi na kabhi a.x=1 ho jayega. Sorry sir par yaha par mujhe Doubt hai. Apana doubt ham kaha poonch skate hai?

[@PrajjwalRathore-qz3xo]

Simpla bro D me ek element 0 hai but D' me element 0 nahi hai isliye D' banaya or isme D se kam element honge (n-1) element

[@engineerbhai.gceian]

Fourier series padha dijiye sir..

[@HDMATHEMATICSBYHDSIR]

Ok please wait

[@shashank_kishore_]

❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤

[@theunstoppable6890]

Sir kindly upload videos of reduction to canonical form

[@HDMATHEMATICSBYHDSIR]

Ok very soon

[@sheeladevi-hz6vn]

❤