MCQ's on Cyclic groups, Normal subgroups, and Group homomorphism for B.Sc.| RTMNU|Part-1| B.Sc.Maths

[@Teacherdiwakarmishra108]

Good work
Thanks Sir

[@shahidmukhtar5886]

Good effort 👍
Sir we can also find the number of Generator of cyclic group by just finding relatively prime numbers of order of group.

[@vkchavan484]

Q7.anwer both a n b , I think

[@shaiksamadsamad7723]

good

[@Priyalinesvida-sn8co]

Question no.7 ka option no.d hoga because every cyclic group is abelian.

[@sanjayshanmugam770]

I have same doubt

[@brinthatha9138]

Q 15 HnN is a normal subgroup of H

[@basuslife5273]

❤❤❤

[@charitylyngdoh8912]

Thank You Sir🙏

[@mrABC5236]

Sir question 1 mai b and c 2 answers h? Q ki even bhe toh ho sakta h inverse bhe genrator hota h

[@padmapriyaramesh3328]

Thank you

[@tahirwani2355]

Sir Qno. 1 ka even hoga na perhaps kyu k agr a gernator hia to a^(-1) b gernator hota hai na

[@KTexplains]

G={1,-1} is cyclic group under multiplication but it has only one generator i.e. -1.
So we can not say that every cyclic group has even number of generators.

[@shortyinbigworld7755]

Thank you 😊

[@KashmirUniversity-ww7hi]

Dear plz it again

[@soniakanwal1876]

Question no 10.only i is generator I think.

[@akashprusty4352]

Op

[@anchaluppal2424]

Q.7 ka answer both a n b aayega means option (d)

[@KTexplains]

Yes.....since every cyclic group is abelian.

[@KashmirUniversity-ww7hi]

Dear Qno.11 which group is not cyclic u can say which group is Cyclic but Question is different

[@odishatgtpcmhub1732]

It should be non of the above

[@charitylyngdoh8912]

Sir I think Q.11 must be Which one is Cyclic instead of Which one is not Cyclic

[@KTexplains]

Yes

[@charitylyngdoh8912]

@@KTexplains Thank You Sir for your response 😊

[@danishahmad1311]

Questions 11

[@priyeshverma9353]

Q no 7 ka d hona chahiye

[@iThunderhawk]

bhai pdf deo