1 0 Let V1 = 3 , V2 = ooo! 0 Let V = Span{V1, V2} = (a) (6 pts) Find an orthonormal basis B = {w1, W2} of V such that W2
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1 0 Let V1 = 3 , V2 = ooo! 0 Let V = Span{V1, V2} = (a) (6 pts) Find an orthonormal basis B = {w1, W2} of V such that W2
1 0 Let V1 = 3 , V2 = ooo! 0 Let V = Span{V1, V2} = (a) (6 pts) Find an orthonormal basis B = {w1, W2} of V such that W2 = = 0 Examma (b) (6 pts) Let y = 1 4 Show that the inner product (x, y) cannot be greater than 4 for any vector xe V of norm 1.
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