- #1
03125
- 7
- 0
Homework Statement
Find the orthogonal compliment to Span({[1 -1 1]T, [1 1 0]})
Homework Equations
V(transpose)=Null(A)
u*v=<u,v>=U(transpose)v
The Attempt at a Solution
I need help understanding the notation of this problem, I am not sure what my MTX A will look like? I cannot find any problem like this in my book. This is a practice problem written by a different professor than the one teaching my class and his notation in general confuses me because I am not familiar with it.
I know that to solve for the transpose of A I reduce A to echelon form and then find the basis for the solution space Null(A) of Ax=0 Because V(transpose)=Null(A), which is the basis of the orthogonal complement of V (V being my row vectors v_1, v_2, ...,v_m of A)
Any help appreciated, thank you!
Last edited: