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Find the kernel of the transformation T:P^3 given by T(at^3+bt^2+ct+d)=6at+2b
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The kernel is the set of polynomials S such that Ts=0 for all s in S.
The same applies for all linear transformation.
which means the kernel is all constants?
Constants as in constant polynomials?
maybe my interpretation on finding the kernel is wrong but heres how i understand it as;
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I believe the kernel should be all linear polynomials
|dw:1462339112846:dw|
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