Question: (4) (3 marks.) Consider the vector space R4 endowed with the inner product ((11:13 2:153: H4), ('01; 025133, '04)) = 31'b'1 + 2112 + 2H3'03

(4) (3 marks.) Consider the vector space R4
(4) (3 marks.) Consider the vector space R4 endowed with the inner product ((11:13 \"2:153: H4), ('01; 025133, '04)) = 31'b'1 + \"2112 + 2H3'03 + \"4'04- Let U = span {111 = (1,2,1,0), 112 = (1,0, 3,2)} be a subspace of R4. Find a. basis for the orthogonal complement UL

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