Group generated by a permutation in symmetric group

A symmetric group is one which contains permutations of a fixed number of items. This problem finds a subgroup generated by one such permutation, and the number of its cosets.
#grouptheory #permutations #symmetrygroup #coset

[@galaxyterminal9835]

Dear sir thank you so much you taught concepts came in dms exam today I successfully attended confidently 🎉

[@adithyapatil8542]

Dms Exam in five hours 😄😅

[@swethamehtre8250]

4 hr to go bro

[@prateekpatil3456]

3 hrs

[@prof.sonamkumar]

Looks like this question was asked in the exam!

[@prateekpatil3456]

@@prof.sonamkumar yes sir but ur solution was incomplete

[@gunashrees7450]

Thank you sir

[@prof.sonamkumar]

Thanks for liking the content, stay tuned for more. ✨

[@priyakushipriyakushi]

Good explanation sir 🎉

[@prof.sonamkumar]

Thanks for liking my content, keep watching. ✨

[@vaishnavirs4951]

Thank you so much sir!! Can you please upload the next part as well.

[@mdafnankhaja]

Wonderful explanation sir 🎉 understood everything in a single go 👏

[@galaxyterminal9835]

Last movement hustle I see 😅

[@prof.sonamkumar]

Thanks for liking the content, stay tuned for more. ✨

[@indurayabagi-ib6wq]

Plz can u upload the next part of this

[@xs.minishaaliaslincy911]

😏