Question: Please help (a) Suppose that S : IR - IR is an invertible linear transformation such that s () - Then S-1 (131)-8 (b) Let

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(a) Suppose that S : IR - IR is an invertible linear transformation such that s () - Then S-1 (131)-8 (b) Let u and v be (fixed, but unknown) vectors in R" . Suppose that T' : IR" -> IR" is a linear transformation such that T(u) = 6utv and T(v) = 4u -3v. Compute (T . T)(v), where To T is the composition of T with itself. Express your answer as a linear combination of u and v (T O T ) ( V ) = u+

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