1. The problem statement, all variables and given/known data Use direct multiplication to show that for each of the following matrices A, the given vectors v1, v2, and v3 are eigenvectors of A and to find the eigen values lama1, lama2, and lama3 of A: A=top row: (2 -1 3) second row: (-1 6 -1) third row: (3 -5 2) v1=(1,0,-1) v2=(2,2,2), v3 =(7, -9,11) 2. Relevant equations Plug the v's back into the A matrice 3. The attempt at a solution Have no idea what they mean nor how to go about the direct multiplication here. Thanks What exactly do they want me to do???