In Exercise, determine if the sets of vectors in the given exercise are linearly independent by converting the vectors to row vectors and using the method of Example 2.25 and Theorem 2.7. For any sets that are linearly dependent, find a dependence relationship among the vectors.
Exercise 26
Reference Exercise 26
Reference Example 2.25
Reference Theorem 2.7.
Proof Assume that v1, v2, . . . , vm are linearly dependent. Then, by Theorem 2.2, at least one of the vectors can be written as a linear combination of the others.We
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