(a) Indicate either T (True) or F (False), and give a reason: It can be shown that in V = P2, the set H = {-722 – 7,22 +
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(a) Indicate either T (True) or F (False), and give a reason: It can be shown that in V = P2, the set H = {-722 – 7,22 +
(a) Indicate either T (True) or F (False), and give a reason: It can be shown that in V = P2, the set H = {-722 – 7,22 +5,82 +4}, is linearly independent. Thus, for the span of H a basis is given by: {C) 00) 5 4 Circle one: T F, because (b) In R3, the set W = {(4a - 1156, 109, a +56): a, b € R}, is not a subspace of R3 because: = (c) Indicate either T (True) or F (False), and give a reason: If x = 0, then the equation Ax = 1x is always true. This means, 0 is an eigenvector of A. Circle one: TF, because
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