- #1
Myriadi
- 10
- 0
Given:
G is the group of matrices of the form:
1 n
0 1
Where n is an element of Z, and G is a group under matrix multiplication.
I must show that G is isomorphic to the group of integers Z. I do not know how to do this, since all examples we covered gave us the specific mapping from one group to the other.
Any help would be appreciated.
G is the group of matrices of the form:
1 n
0 1
Where n is an element of Z, and G is a group under matrix multiplication.
I must show that G is isomorphic to the group of integers Z. I do not know how to do this, since all examples we covered gave us the specific mapping from one group to the other.
Any help would be appreciated.