v1=[-5 3 -6], v2=[2 -2 4]
1. Let S = {01, v2} where Vi = -5 3 -6 U2 = 2 -2 4 (a) Show that S is a subspace of R3 (b) Is v = 15 - 5 - 5]" in S? (No partial credit will be given for only Yes No answer). (c) Find the orthogonal complement of S (St). (d) Find SS (e) Find dim(S) + dim(S) (f) Use Gram-Schmidt process to find an orthonormal set B = {U1, U2, U3} for SUSI (g) Find (UB
v1=[-5 3 -6], v2=[2 -2 4]
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v1=[-5 3 -6], v2=[2 -2 4]
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