Subject: Linear Algebra -5 -15Let A = -60 -8be the matrix of T:P, - P2 with respect to the basis B = {v,, v2, V3}, where v, = 5x + 5x?, v, = -1 + 3x + 2x2, v3 = 3 + 7x + 2x2.-3 -5 -7Find T(v,), T(v2), and T(v3).T(v,) = (ÍT(v2) = (T(v3) = (

Name: Subject: Linear Algebra -5 -15Let A = -60 -8be the matrix of T:P, - P2
Uploaded: 2024-03-20T07:07:26.000Z
Channel: Bartleby
Description: Subject: Linear Algebra -5 -15Let A = -60 -8be the matrix of T:P, - P2 with respect to the basis B = {v,, v2, V3}, where v, = 5x + 5x?, v, = -1 + 3x + 2x2, v3 = 3 + 7x + 2x2.-3 -5 -7Find T(v,), T(v2), and T(v3).T(v,) = (ÍT(v2) = (T(v3) = (

We can use the definition of matrix representation of linear transformation

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-5 -1 5 Let A = -6 -8 be the matrix of T:P, - P, with respect to the basis B = {v,, v2, V3}, where v, - 5x + 5x2, v, - -1 + 3x + 2x2, v. -3 + 7x + 2x2. -3 -5 -7 Find T(v,), T(v2), and T(v3). T(v;) - (| T(v2) - ( T(v2) - (|