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Linear Algebra and Its Applications
· Problem 3.1.8
Orthogonality — Gilbert Strang
Mathematics · orthogonal-vectors-subspaces
Problem
If
V
V
V
and
W
W
W
are orthogonal subspaces, show that the only vector they have in common is the zero vector:
V
∩
W
=
{
0
}
V \cap W = \{0\}
V
∩
W
=
{
0
}
.
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