General Linear group of invertible matrices, GL(2, Z7) is a group,

#General Linear group of invertible matrices, GL(2, Z7) is a group,
#GL(2, Z7) is a group
#Symmetric group of squares
#group theory
#algebra
#definition of group
#subgroup
#addition modulo
#cyclic group
#permutational group
#homomorphism
#isomorphism
#example
#Exercise #General Linear group of invertible matrices, GL(2, Z7) is a group,
#GL(2, Z7) is a group
#group theory
#algebra
#definition of group
#subgroup
#addition modulo
#cyclic group
#permutational group
#homomorphism
#isomorphism
#example
#Exercise

[@manishameher376]

Thanks u so much sir❤ it's very helpful 😊

[@charanjitsingh5273]

Really helpful sir 👍
Great video with all doubts resolved..

[@tipusultan9846]

But the adj of Matrix is wrong. You should not be done transpose