MTH168 Mathematics II

Mathematics IITU Board 2080 (new course)

Let A = bmatrix 1 & 5 & 7 \\ 3 & 7 & 5 \\ bmatrix , u = bmatrix 1 \\ 2\\ 3\\ bmatrix, b= bmatrix 2\\ 2\\ bmatrix, and define a transformation T : R^3 → R² by T(x) = Ax then a) find T(u). b) Find x ∈…

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and define a transformation T : R^3 → R² by T(x) = Ax then

  • a) find T(u).

  • b) Find x ∈ R^3 whose image under T is b.

  • c) Is x unique ?

A worked answer is on its wayMeanwhile, read the Mathematics II notes for this topic.

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