Group Theory |Lecture 27| Set of residue classes modulo 5 is an abelian group| Theta Classes

[@LetsGoAnnie]

Excellent teaching 👍

[@Tshree_creation]

Sir apne Lagrange theorem nahi karai hai or homomorphism and insomrphism bhi Kara dijiye aap bhot accha samjhate hai

[@thetaclasses]

Yes beta these topics will also get covered

[@Rishuu_53]

Nice teaching sir ❤😊

[@RVwithhobbies]

Amazing sirji🥺

[@MrGAMER-mo6yq]

Thank you so much 💖

[@garvitgodara-cy3pg]

Existence of inverse nhi samaj aa raha sir...ek type se uske liye bhi principle diagonal k sath symmetry hi dekh rhe h hum??

[@thetaclasses]

See when an element operated with another element in which we get identity element we say these two element are inverse of each other but this cannot be observed by composition property we can check commutivity if composition table is symmetric about principal diagonal.

[@knowledgeinformation4552]

Sir.,how many lectures of group theory has been remains?

[@thetaclasses]

Actually I don't know exactly how much lectures will it take for group theory I am planning to teach in such a way that I will cover all the concepts

[@riyajindal7246]

Sir can you explain subsets important theorems

[@thetaclasses]

Can you specify theorems which you want me to explain

[@riyajindal7246]

@@thetaclasses cosets Langrange theorem normal subgroup quotient group and homomorphism

[@thetaclasses]

Okay got it I will cover these theorems as I am linking each lecture with the previous one so soon I will discuss these topics

[@riyajindal7246]

@@thetaclasses thankyou sir

[@shazalmalik1401]

Sir Z is field or not?

[@thetaclasses]

no it is not a field

[@nidhisinghmathsacademy3508]

👌👌👌👌👌👌👌👌👌👌

[@IbrahimIbrahim-vn3fi]

Linear algebra pry sir g

[@thetaclasses]

I will do but It will take time

[@IbrahimIbrahim-vn3fi]

@@thetaclasses okay sir g thanks