Let V be the plane with equation x1 - 3x2 - 2x3 = 0 in R³. The linear transformation T 1 7 -10 x1 (B)- {8·0} 1 1 -2 x2 -2 2 -2 x3. maps V into V so, by restricting it to V, we may regard it as a linear transformation Ĩ: V → V. Find the matrix A of the restricted map Ĩ: V → V with respect to the basis

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A: So:x1​ = 0.5x2​ = 3.5x3 = −0.375I hope this is helpful.

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