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If and Are Nonzero Subspaces of an Inner Product Space

Question 28

True/False

If
If     and     are nonzero subspaces of an inner product space V, and v is any vector in V, then      . and
If     and     are nonzero subspaces of an inner product space V, and v is any vector in V, then      . are nonzero subspaces of an inner product space V, and v is any vector in V, then
If     and     are nonzero subspaces of an inner product space V, and v is any vector in V, then      .
.

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