In Questions 1 and 2, determine whether the definition gives a norm. 9. ||v|| = vTv for
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9. ||v|| = vTv for v in Rn
10. ||p(x)|| = |p(0)| + |p( l) - p(0)| for p(x) in P1
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1 This is not a norm since it fails to satisfy property 2 of a norm se...View the full answer
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