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Important Topics-Ring Theory (in Hindi)
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In this lesson I have discussed most important topics of Abstract Algebra in particular important topics of Ring Theory

Rahul Mapari
Visit My YouTube Channel RahulMapariBasicMaths|| 150 Videos|| MSc Maths|| CSIR-NET 2Times AIR13, 59| SET ||GATE AIR 73|| MPSC Grade1

U
Unacademy user
sir u said borneo is the third largest island.. then where does australia come??
Ujjawal Km Yadav
3 years ago
Australia is landmass and it come in 4 place
Ujjawal Km Yadav
3 years ago
continental landmasses are not included in island
Rajesh Kumar
3 years ago
Although Australia is sometimes called an “island continent,” most geographers consider islands and continents to be separate things. According to Britannica, an island is a mass of land that is both “entirely surrounded by water” and also “smaller than a continent.” By that definition, Australia can’t be an island because it’s already a continent.
Ujjawal Km Yadav
3 years ago
Yes
Atika Qureshi
3 years ago
Australia is both the world's largest island and the world's smallest continent.
  1. About Me Name Rahul V Maparn Educations >M.Sc. Mathematics. CSIR-NET 2 Times) AIR- 13 Enjoy Mathematics and 59 SET (Maharashtra) GATE AIR 73 >PSC (Maharashtra) Job Profile Teaching Teaching Experiences 7 Years Follow me On Unacademy hlitpsilunacademy.comusersvmapari


  2. Important Topics Abstract Algebra Ring Theory Ring Ring of Polynomial Ring of Matrices et.c.. " Integral Domain Ideal Maximal Ideal - Prime Ideal - Quotient Ring


  3. Important Topics Abstract Algebra Euclidean Domain (ED) Principal Ideal Domain (PID) Unique Factorization Domain (UFD)


  4. Important Topics Abstract Algebra Reducibility Irreducibility Elements and Polynomial Different Criterion's Field (Finite/Infinite)


  5. Important Topics Abstract Algebra Ring Homomorphism Fundamental Theorem of Ring Homomorphism " Nilpotent Element Idempotent Element Counting of Ring Homomorphism Don't Underestimate the Theorem/Result, Which Count Something


  6. Important Topics Abstract Algebra Some Important Rings " Ring of Integer " Ring of Polynomial Commutative Ring Non-Commutative Ring Ring of Gaussian Integer Finite Ring/ Infinite Ring Ring with Unity Ring Without Unity " " " *