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Let V be a vector space, v, u (epsilon) V, and let (T_{1

Let V be a vector space, v, u (epsilon) V, and let (T_{1}) : V—>V and (T_{2}) … Show more Let V be a vector space, v, u (epsilon) V, and let (T_{1}) : V—>V and (T_{2}) : V–>V be linear transformations such that (T_{1} (v)) = 2v +4u, (T_{1} ( u) ) = -4v – 7u, (T_{2} (v)) = 2v – 4u, and (T_{2} (u)) = -7v +7u. Find the images of v and u under the composite of (T_{1}) and (T_{2}) . ((T_{2}T_{1}) ( v) ) = ?? ((T_{2} T_{1}) (u)) = ?? • Show less


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