- #1
Saladsamurai
- 3,020
- 7
Here we go again.
Let S be any nxn strictly upper triangular matrix; prove that [tex]S^n=0[/tex]
Alright so I know that if c_ij is an entry in a strictly upper triangular matrix, then [tex]c_{ij}= 0, \ i>j[/tex]
I'll add more in a minute
Homework Statement
Let S be any nxn strictly upper triangular matrix; prove that [tex]S^n=0[/tex]
The Attempt at a Solution
Alright so I know that if c_ij is an entry in a strictly upper triangular matrix, then [tex]c_{ij}= 0, \ i>j[/tex]
I'll add more in a minute