Let v1 = (3, 2)T and v2 = (4, 3)T . For each ordered basis {u1, u2} given in Exercise 1, find the transition matrix from {v1, v2} to {u1, u2}.
Reference: Excercise 1:
For each of the following, find the transition matrix corresponding to the change of basis from {u1, u2} to {e1, e2}:
(a) u 1 = (1, 1)T , u2 = (−1, 1)T
(b) u 1 = (1, 2)T , u2 = (2, 5)T
(c) u 1 = (0, 1)T , u2 = (1, 0)T
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