Every group of prime order is cyclic | composite order group has at least one trivial subgroup скачать в хорошем качестве

Every group of prime order is cyclic | composite order group has at least one trivial subgroup

Hi Everyone !!! My name is Ravina , welcome to "Ravina Tutorial". Here you will find video lectures related to Bsc/Msc (Higher Mathematics).These video lectures are concept oriented & explained in very simple language. I feel after watching these videos you will clear most of the doubts(sometimes I also creat doubt :). In this playlist we are trying to complete all possible theorems related to cyclic group and In this video we will study 1. Every group of prime order is cyclic 2. every finite composite order group has at least one trivial subgroup 3. If non trivial Group G has no non trivial subgroup then G is finite and has prime order Timecodes: 0:00 Group of prime order is cyclic 9:00 group of composite order has at least one non trivial subgroup 17:43 A group having no non trivial subgroup is of prime order Playlist:    • Cyclic Group   Hamesha Ki Tarah Thanks For Watching #ravinatutorial