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(a)
(b)
(c)
(d)
(e)

(f)

   If and          , what are the largest and smallest values possible for  ? Give a geometric explanation of your
4. results.

   Let        and                 . In each of the following, determine, if possible, scalars k, l such that
5.

       (a)

(b)

   Let        ,                   , and . If     , what is the value of l?
6.

   Let        . Find all scalars k such that  .
7.

   Let ,                       ,              , , and . Verify that these vectors and scalars satisfy the stated
8. equalities from Theorem 1.

(a) part (b)

(b) part (e)

(c) part (f)

(d) part (g)
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