#18 | Group homomorphism | counting of homomorphism || Group Theory | csir net mathematics

[@Pk..-zn7go]

Nice sir,thanks 😊💖✍️✍️✍️✍️

[@dharmendrasinghazadhindust7186]

Nice sir ji..

[@somyadubey533]

Thank you sir very nice explanation 🙏😊

[@SuccessTed]

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[@ijazjamil4762]

Sir g tussi Great O 💜

[@chesslove143]

Style of teaching is best sir🔥🔥🔥🔥

[@906mukesh8]

Thank you sir

[@dollydewangan8964]

Nice sir mst samajh me aaya 👌👌👌👌👌👌👌thank you 😊😊😊🙏👌

[@koushikroy3139]

Sir ur video so much helpfull.. please sir baki videos ko free kor dijiye is series ka taki ham is bar ka NET exam ho soke

[@SuccessTed]

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[@taslimaparveen1833]

Nice expansion sir😊😊👍👍

[@ZakirAli-od8sl]

Nice Explanation Sir... :-)))

[@maheshkumar-lg8ls]

Thanku sir

[@theKnowlerience]

Thankyou so so much sir..... this is very helpful..

[@mathematicslover7385]

Sir prime member ship kaise lu..
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[@iconicmaths4397]

Kafi ache se samjh me aaya sir yhe Group homomorphism ke Questions. Phle domain and co-domain ke elements me problem hota hai solve karne me but jo doubt tha mera vo aaj clear hogya thank you so much sir👍🙏✌️

[@mr.w.9431]

Dear sir,aapki books kb tk aa rahi hai market me ,different topic pr,aur previous yrs solved papers ,currently koi book hai aapki market me jo aapne write ki ho

[@satishp3807]

Sir I m unable to attend live clas because I hv come to know late about classes.. now I completed it ode n pde n make notes of that.. now I m completing this.. n I'm new to this whole syllabus.. if I join ring theory class I can't understand without knowing all these so I'm completing ur all classe n making notes of that.. if u started next topic real or any new than I ll attend live from staring itself sir.. ur classes are very helpful... Thanku sir...

[@seniekoksi9786]

sir, in question 1 , f:z->z does it always mean that binary operation is always +?

[@SuccessTed]

yes. set of integers form group with respect to addition.