- #1
foreverdream
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Homework Statement
Let s be the linear transformation
s: P2→ R^3 ( P2 is polynomial of degree 2 or less)
a+bx→(a,b,a+b)
find the matrix of s and the matrix of tos with respect to the standard basis for the domain
P2 and the standard basis for the codomain R^3
The Attempt at a Solution
Now I know that Standard basis of P2 is {1,x}
and standard basis for R^3 = {(1,0,0), (0,1,0), (0,0,1)}
and s(1)= (1,0,1)
and s(x) = (0,1,1)
but I don't know how to proceed from here?