TheWrathOfMath
Junior Member
- Joined
- Mar 31, 2022
- Messages
- 162
For the matrix:
(1 0 1)
(0 1 1)
is is true to claim that:
Row(A) = sp{(1 0 1), (0 1 1)} ⊆ R^n=R^3
Col(A) = sp{(1 0), (0 1) (1 1)} ⊆ R^m=R^2
and that the columns of A span R^m=R^2,
but it's not true to claim that the rows of A span R^n=R^3?
(1 0 1)
(0 1 1)
is is true to claim that:
Row(A) = sp{(1 0 1), (0 1 1)} ⊆ R^n=R^3
Col(A) = sp{(1 0), (0 1) (1 1)} ⊆ R^m=R^2
and that the columns of A span R^m=R^2,
but it's not true to claim that the rows of A span R^n=R^3?