F,[x] is the vector space of all polynomials over a field F of degree at most n and has a standard basis of (1, x, x2,.,x"}. Find a basis of R,[x] and a basis of R2[x] such that 1 00 0 the matrix of D with respect to these bases is (0 1 0 0 0. 6) Define the linear transformation T: hy T

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