Let v = (2, 5), c1 = (3, 2), and c2 = (5, 4). In this problem we will use the results of
Chapter 12, Problem 12.5.17(choose chapter or problem)
Let v = (2, 5), c1 = (3, 2), and c2 = (5, 4). In this problem we will use the results of to write v as a combination of c1 and c2 given by v = a c1 +b c2 . (a) Let C be a matrix whose columns are given by c1 and c2 , and let u = (a, b). Show that Cu = a c1 + b c2 . (b) Let v = Cu where v = (2, 5). Referring to and 14, solve for u . (c) Show that v is a combination of c1 and c2 given by v = a c1 + b c2 . 18. Following the proced
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