Cyclic permutation | Disjoint cycles | Transposition | Group theory | Discrete Mathematics in hindi

[@mahaksharma3169]

Sir U r the best..... Easy explanation which fit in my mind... Easily 😂❤

[@ayaanahmad3078]

sir apka samjhna ka tarika bhut asan hai. thank you sir

[@ayaanahmad3078]

sir ap bhut acha kaam kar raha. 👍

[@Dha1_rya]

best, simple and in short

[@tejasjagdale6636]

Best teaching sir 👍

[@mahakgour459]

Awesome👍 video sir 👏👏👏👏

[@mohammadamir6683]

Good explanation 👏👍

[@gyanletechlo8975]

Tq so much! Keep it up! 😊🤗

[@shreyanshuyadav4505]

thanks you, a very teary eyed thanks:) end semester tmmrw*-*

[@tejasjagdale6636]

Very good teaching

[@sherwal535]

Tq so so so much sir . .😊😊🤗🤗

[@kuntal9174]

Your teaching is so good sir!

[@SandeepKumarGour]

Thank you

[@yasmeenakhtar3453]

Very nice

[@abcreddits9636]

Where did u pick up 5 and 6?

[@roshansah5155]

Sir..op..

[@gyanletechlo8975]

Sir agr disjoiny cycles m single cycle h ek like ( 1,3,6 ) (2, 7,5 ) *( 4 )* jese yha 4 h Sir to sir kya iska b permutation banayenge as a product of disjoint cycles express krne vale sums k liye

[@SandeepKumarGour]

Ha

[@gyanletechlo8975]

Sir inverse kese nikalte h permutations ka

[@SandeepKumarGour]

Watch the following
ua-cam.com/video/NSHUeb7KRVM/v-deo.html

[@anilkumarsharma8901]

Iska calculators banva do Phir duniya following karegi

[@deepaksinghvishen4829]

Nice sir

[@SandeepKumarGour]

Thax

[@abcreddits9636]

Not helpfull i don't understand even a bit 🤣🤣