Let -62 A = Define the linear transformation T : R² → R² by T(x) = A. Find the images of u = [] and under 7. T. 7 = [8]

Let T: R² →R² be a linear transformation that maps u = O A. O B. O C. O D. 15 -6 -1 - 10 5 ܝ -11 14 -4 -4 into -8 8 and maps v= [2]] into C 13 - 10 Use the fact that T is linear to find the image of 3u + v.

Consider the following three transformations from R³ to R³: x1 T x2 x1 - 2x3 2x1 - 2x2 - 5x3 x1 x1+5 x1 S x2 x2 R x2 = 0 X3 -x1 + 2x2+8x3) x3 x1x3 X3 Which of these transformations is/are linear? Select all correct choices. T S R None of these

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