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aredian
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Homework Statement
If L( p(x) ) = [ integral (p(x)) dx , p(0) ]
find representation matrix A such that
L (a + bx) = A[a b]^T
Homework Equations
The Attempt at a Solution
I don't quite understand the question.
I think that:
if the base from p2 is {1, x} then any vector in p2 is of the form a + bx.
Then I can find L(a) = (a1 , a2) and L(bx) = (a3 , a4)
And use it to get A?
Can someone re phrase the question for me?