Mathematics · Linear Algebra
Let T: P1(&mathbb{R}) → &mathbb{R}2 be a linear transformation given by T(p(x)) = (p(0), p(1)). Let β and γ be the standard ordered bases for P1(&mathbb{R}) and &mathbb{R}2, respectively. Then, the matrix representation [Tt]γβ of the transpose of T, with respect to the dual bases γ and β is:
- 1[1 1] [1 0]
- 2[1 1] [0 1]✓
- 3[1 0] [1 1]
- 4[0 1] [1 1]
Correct answer
[1 1] [0 1]
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