inverse element of inverse is also element || (a^-1) ^1=a..ππ― #stady #B.Sc #vilar #treanding
55:47
Group theory || B.Sc(math) || sem-iv, Lecture- 10..π―π #stady #bsc #vilar #treanding #youtube
32:07
Group containt 1or 2 or 3 or 4 elements is Abelian..π―π #stady #BSc #vilar #treanding #youtube
38:31
Group theory, B.Sc(Math), Sem-iv, Lecture- 8..π―π #stady #BSc #vilar #treanding #youtube
1:07:13
Group theory, B.Sc(math), sem-ic, Lecture- 9..ππ― #stady #BSc #vilar #treanding #youtube
21:18
Subgroup of group..ππ― #stady #BSc #vilar #treanding #youtube
33:59
Group G is Abelian iff (a.b)^2=a^2.b^2..ππ― #stady #BSc #vilar #treanding #youtube
10:53
Self inverse element is group..π―π #stady #BSc #vilar #treanding #youtube
17:57