Page 811 - Elementary_Linear_Algebra_with_Applications_Anton__9_edition
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(d) ,
Which of the following sets of vectors are bases for ?
26.
(a) , ,
(b) , ,
(c) , ,
(d) , ,
In Exercises 27–30, determine the dimension of and a basis for the solution space of the system.
27.
28.
29.
30. is a subspace of the vector space of
Prove: If u and v are vectors in complex Euclidean n-space, then
31.
32.
(a) Prove part (b) of Theorem 10.4.1.
(b) Prove part (c) of Theorem 10.4.1.
Establish the identity
33.
for vectors in complex Euclidean n-space.
34. (For Readers Who Have Studied Calculus) Prove that complex
