Question: 9. (10 MARKS) The linear operator T : R3 - R3 is defined by T(X1, X2, 13) = (W1, W2, W3), where w1 = 2x1

9. (10 MARKS) The linear operator T : R3 - R3 is defined by T(X1, X2, 13) = (W1, W2, W3), where w1 = 2x1 + 412 + 13; W2 = 912 + 213; W3 =2x1 - 8.12 - 213. Determine whether T is one to one. If so, find the standard matrix for T-1

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