Please help me with this! Urgent, and thank you! Let A be the matrix below and define a transformation 7 3R3 by T(U) - AUl. For each of the vectors B below, find a vector U such that T maps U to B, if possible. Otherwise state that there is no such1 -1 -2A 3 -2 -7-3 63-5a) B=-1224-4b) B-1225There is no U so that T(U) = BT(U)= B for the following UI:

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Let A be the matrix below and define a transformation 7 3R3 by T(U)=AU. For each of the vectors B below, find vector U such that T maps U to B, if possible. Otherwise state that there is no such U. 1 12 a) B= A 3-2-7 -3 6 3 -5 -12 24 -4 -2 b) B-12 25 Select an answer > Select an answer > There is no U so that T(U) = B T(U)= B for the following U: 4

Let A be the matrix below and define a transformation 7 3R3 by T(U)=AU. For each of the vectors B below, find vector U such that T maps U to B, if possible. Otherwise state that there is no such U. 1 12 a) B= A 3-2-7 -3 6 3 -5 -12 24 -4 -2 b) B-12 25 Select an answer > Select an answer > There is no U so that T(U) = B T(U)= B for the following U: 4

Elementary Linear Algebra (MindTap Course List)

8th Edition

ISBN:9781305658004

Author:Ron Larson

Publisher:Ron Larson

Chapter7: Eigenvalues And Eigenvectors

Section7.CM: Cumulative Review

Problem 11CM

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