Find the matrix of this linear transformation T with respect to the given basis.
T(f(t)) = f(3) from P2 to P2, with respect to the basis B = (1, t-3, (t-3)^2).
My answer (with ; denoting a new row) is [1 0 0 ; 0 0 0 ; 0 0 0]. Is this right?
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Find the matrix of this linear transformation T with respect to the given basis.
T(f(t)) = f(3) from P2 to P2, with respect to the basis B = (1, t-3, (t-3)^2).
My answer (with ; denoting a new row) is [1 0 0 ; 0 0 0 ; 0 0 0]. Is this right?
Not sure I understand this correctly - but T(f(t)) = f(3) doesn't appear to be a linear transformation. For e.g. what is T(0)?Quote:
Originally Posted by noles2188
I am be wrong here please - but would you mind checking?
Your answer looks correct to me. Please ignore the post aboveQuote:
Originally Posted by aman_cc
