Question: (1 point) Let A = 3 Define the linear transformation T : R2 - R2 by T(x) = Ax. Find the images of u =

(1 point) Let A = 3 Define the linear transformation T : R2 - R2 by T(x) = Ax. Find the images of u = and U = under T. T(u) = T(U) :(1 point) Let 0 0 5 A = 0 4 0 1 O 0 4 Define the linear transformation T : [R3 > R3 by T65) = A55. Find the images of {I = 2 and 4 a 3 = b under T. 6 T0?) = T035 =

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