Consider Euclidean space R4 with the standard inner product and let (a) Prove that the set W

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Consider Euclidean space R4 with the standard inner product and let
Consider Euclidean space R4 with the standard inner product and

(a) Prove that the set W consisting of all vectors in R4 that are orthogonal to both u1 and u2 is a subspace of R4.
(b) Find a basis for W.

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