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Give P2 the inner product (p(x), g(x)) = p(x)q(x)dx Let U = Span(x) C P2. Find a basis for the orthogonal complement Ut of U

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Give P2 the inner product (p(x), g(x)) = p(x)q(x)dx Let U = Span(x) C P2. Find a basis for the orthogonal complement Ut of U in P2. P2(x) = B = + P1(x) = 1x2, x+ x+ 422 Check Question 7 Correct Mark 10.00 out of 10.00 P Flag question For each of the following, give the relevant R" the uli

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