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    Mathematics
  3. Study Set
    Linear Algebra with Applications
  4. Exam
    Exam 8: Orthogonality
  5. Question
    If S Is a Nonzero Subspace of , Then
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If S Is a Nonzero Subspace of , Then

Question 1

Question 1

True/False

If S is a nonzero subspace of If S is a nonzero subspace of   , then for every vector u in   ,   belongs to S. , then for every vector u in If S is a nonzero subspace of   , then for every vector u in   ,   belongs to S. , If S is a nonzero subspace of   , then for every vector u in   ,   belongs to S. belongs to S.

Correct Answer:

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