A Finite Integral Domain is a Field- Theorem - Ring Theory - Algebra

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A Finite Integral Domain is a Field
, i will explain this Theorem in today's video.
which is a very important topic of Ring Theory
everything is explained in Hindi
welcome you all in my channel LEARN MATH EASILY
This video will be very useful if you are student of Higher Classes in mathematics like B.Sc, M.Sc , Engineering and if you are preparing for UGC Net and iit Jam etc.
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Before this topic i did various other topics of Real Analysis:
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[@kishanrana1835]

Tq mam Tq so much Aapke video se University exam me sbse jyada help mili🙏🙏🙏 Aur ap bhot achchha explaine krte ho👍

[@afirakhan3525]

Thanks maim

[@zalachhatrapalsinh]

Mam characteristic of field and uske university exam problem par ek video banaye please..

[@144nirajkumarpandit6]

Mam unity to present hi hi,fir unity ki baat kyu

[@mothersensitive6288]

R ko 'a' se multiply kyu? kiya h mam

[@anandbari3299]

Solve the equation r+s-6t=ycosx

[@0sinchi]

🙏🙏

[@_Meena_017]

Mam unity proof krne ki jarurat kya thi, integral domain ka toh mtlb hi hota hai ring with unity

[@afaqahmad7229]

Every non zero elements has a maltiplicative inverse in the ring

[@_Meena_017]

@@afaqahmad7229 bhai pehle knowledge gain kro ye basis cheez hai sabko pta hai, aur maine jo likha hai vo alg cheez hai teacher samjh gya isiliye highlight kiya, don't try to be Oversmart🙂

[@ayushkumarsingh2537]

​@@afaqahmad7229But it is not necessary condition for being ring.

[@AbhayKumar-hb7il]

Integral domain has unity....then why r u proving that it has unity at 19:13

[@sonamgupta58]

because in some books the definition of integral domain is written as " A commutative ring without zero divisor is k/as an integral domain" instead of commutative ring with Unity so we have to prove that it has Unity. hope this helps others.

[@preetikumari6611]

Ma'am plz BSC maths ka dynamics v discuss kijiye na sem 4 ka

[@learnmatheasily]

actually ring theory ke baad i will not do higher math topic on youtube. i will design courses and upload on udemy

[@preetikumari6611]

@@learnmatheasily what is udemy???

[@learnmatheasily]

its an online portal. And very genuine website. agar kuch bhi ekdum acche se sikhna he to This is very nice option.

[@preetikumari6611]

@@learnmatheasily ye apka youtube channel hai? Link dijiye plz ma'am

[@learnmatheasily]

nai nai. jaise toutube ek portal he waise hi UDEMY bhi ek portal he. uspar mera ek channel he.

[@preetikumari6611]

🙏🙏🙏🙏

[@learnmatheasily]

thanks

[@hafsabibibibi8266]

@@learnmatheasily mam plzzz mere help kr dhy gi rings and fields ma plzzzz mam

[@pratapbasak146]

U said a is non zero! Who told u that there must exist such element?????

[@learnmatheasily]

Time ?

[@AbhayKumar-hb7il]

Plz explain

[@mubashirhayyat8933]

Mam g ap ki lecture very nice hai or mam g explain the question show that a field of characteristic zero is infinite

[@anindyamidhey4903]

For an Integral Domain, there is another condition that is no zero devisor should exist in R... That you have not mentioned here

[@learnmatheasily]

Ok

[@amanprasad7013]

Sara prrof galt h aapaka

[@learnmatheasily]

Koi baat nai

[@OM-kp2yq]

😂😂😂