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1) | Define a linear transformation by T:ℜ2 → ℜ2 by T(x) = Ax. Given A and u below, find T(u).
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2) | Define a linear transformation by T:ℜ3 → ℜ2 by T(x) = Ax. Given A below, find all x in ℜ3 whose image under T is the zero vector.
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3) | Is this a linear transformation? Prove it is or that it is not.
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