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V is a space of inner muliplication.
W1 and W2 are two subspaces of V, so dimW1<dimW2
prove that there is a vector
[tex]
0\neq v\epsilon W_2
[/tex]
which is orthogonal to W1
??
W1 and W2 are two subspaces of V, so dimW1<dimW2
prove that there is a vector
[tex]
0\neq v\epsilon W_2
[/tex]
which is orthogonal to W1
??