3. 24 points In the Euclidean space R3, apply the Gram-Schmidt process to the basis 7 B:= -4-6-[:] V1: , V2 := V3 := 1}
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3. 24 points In the Euclidean space R3, apply the Gram-Schmidt process to the basis 7 B:= -4-6-[:] V1: , V2 := V3 := 1}
3. 24 points In the Euclidean space R3, apply the Gram-Schmidt process to the basis 7 B:= -4-6-[:] V1: , V2 := V3 := 1} to obtain an orthogonal basis B' := - {W1, W2, W3} and then an orthonormal basis B" := {u1, U2, U3} for R3. 2
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