KERNAL OF A HOMOMORPHISM IS NORMAL SUBGROUP | DISCRETE MATHEMATICS | UNIT-4 | VIDEO-18

UNIT IV ALGEBRAIC STRUCTURES MA8351 Discrete Mathematics Syllabus
Algebraic systems - Semi groups and monoids - Groups - Subgroups - Homomorphism’s - Normal subgroup and cosets - Lagrange’s theorem - Definitions and examples of Rings and Fields.

[@ajthrisha03]

Maths ah pathi romba bayathula irunthen... epdi pass aaga porom nu..... na maths la romba weak..... nenga solli kudukurathu nalla puriuthu mam..... pass aagiralam nu oru nambikai vanthuruchi mam.... tq so much mam..... 🥰🥰🥰🥰🥰🥰

[@engineeringmathematics9006]

All the best kanna...

[@HemalathaR-v7v]

i learn all the concept because of your video only... thanks mam🙏💞

[@vv7269]

Very useful...thanks alot ma'am 🙏

[@thirumalpriyan3528]

for f:G->H K is a kernel. Here K is a subgroup of gropu G or group H?

[@engineeringmathematics9006]

K is subgroup of G

[@yuvanandhini4843]

Thank you mam!!

[@bharathp8928]

Mam sem 3 videos continue pannunga mam

[@engineeringmathematics9006]

Yes I will complete 5th unit in a week

[@bharathp8928]

Mam all unit important questions mam

[@engineeringmathematics9006]

Wait for a week

[@CSEKeerthana-ox9qn]

❤️dheivame ❤️

[@engineeringmathematics9006]

There is video for all the 4 units.. Make use of it