(1 point) Decide whether the given scalar is an eigenvalue of the matrix. 3 6 Is 9 an eigenvalue of the matrix [ ]? yes v 6 3 0 6 3 Is 0 an eigenvalue of the matrix 6 3 0 ? yes v 0 6 3 Is 4 an eigenvalue of the matrix [(3) i] ? no v Is 6 + 6i an eigenvalue of the matrix [2 33 ] ? no v 3 3 3 Is 3 an eigenvalue of the matrix 0 3 0 ? yes v 3 3 0 3 Is 6 + '5: an eigenvalue of the matrix [ 1 J; ]? yes v 0 6 (1 point) The change in population size of a species with juvenile and adult individuals is described by the matrix [0 9 0 6 . Find its eigenvalues and associated eigenvectors. One eigenvalue is 555 with associated eigenvector Another eigenvalue is H: with associated eigenvector 3 (1 point) The antigenic evolution of a virus in one season is described by the matrix [0 0 2 . Find its eigenvalues and associated eigenvectors. One eigenvalue is with associated eigenvector Another eigenvalue is ::: with associated eigenvector 4 10 (1 point) Find the eigenvalues and associated eigenvectors of the matrix 6 One eigenvalue is with associated eigenvector Another eigenvalue is with associated eigenvector