Let T: R3 -> R3 be the linear operator that has the matrix A
4 -1 -1
0 2 0
4 -3 0
relative to the standard basis of R3.
(a) Find a basis b of R3 such that the matrix of T relative to b is J, the Jordan canonical form of A.
(b) Determine the matrix J.
p.s. what is jordan canonical form?
