Given T: R3\displaystyle \mathbb{R}^{{3}}R3→\displaystyle \to→ R\displaystyle \mathbb{R}R and T(x, y, z) = −2x+4y−6z\displaystyle -{2}{x}+{4}{y}-{6}{z}−2x+4y−6z
Is T a linear transformation? Prove or give a counter example.
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