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Let $v_1=[-3;-1]$ and $v_2= [-2;-1]$

Let $T:\mathbb{R}^2 \rightarrow \mathbb{R}^2$ be the linear transformation satisfying:

$T(v_1)=[15;-6]$ and $T(v_2)=[11;-3]$

Find the image of an arbitrary vector $[x;y]$

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    Welcome to math.SE. Is this a homework question? Also, it is more helpful if you point out `what did you try? and where did you get stuck?`2012-04-05

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