(0)=0\}" alt="kerT=\{p \in P_2:T(p)=0\}=\{p \in P_2(0)=0\}" />
now can you find the generator of the kernal of T?
the range of T is the subspace of generated by (1,1).
Hi, this topic is very scant in my text and notes. I have been given this question. I am not sure where to start (or continue, for that matter). Can I have some assistance please??
Define a linear transformation by . Find polynomials and in that span the kernel of , and describe the range of .