M lab - a.es x 5 Edufide s x G gmail - G X C image (4 X Design P X G curvature x # curvature X M Math - a x G math for x e OA12 (pc X Course H X. + V X F -> C eclass.srv.ualberta.ca/mod/quiz/attempt.php?attempt=12777327&cmid=6755852&page=6 *IA : You are given the information that this matrix 29 39 69 A = -41 41 -81 -11 1 -11 has the eigenvectors V1 = HNH V2 - 1 -3 V3 - 2 Calculate the eigenvalues of A corresponding to these eigenvectors, and enter your answers as a list [1, 12, 13] such that the eigenvalues are in ascending order; i.e. d1 C eclass.srv.ualberta.ca/mod/quiz/attempt.php?attempt=12777327&cmid=6755852&page=7 * IA : Define the characteristic polynomial of a matrix A as PA(a) = det(xI - A). Then find the characteristic polynomial of the matrix - 6 6 12 A = 3 -9 -12 -3 6 9 PA(20) = format: a*(x-1) *(x-2) *(x-3) Your last answer was interpreted as follows: a . (2 - 1) . (2 - 2) . (2 - 3) The variables found in your answer were: [a, ac] Check Last saved at 1:02:48 Previous page C -3 . C 1:03 AM Mostly clear Q Search ENG US 2023-04-06M lab - a.( X Edufide x G G gmail - x C image X Design X G curvatu x curvatu X M Math - X G math fc x e OA12 ( X Dashbc X C Let L:R X V X C eclass.srv.ualberta.ca/mod/quiz/attempt.php?attempt=12777327&cmid=6755852&page=2 *IA Suppose T : R - R' is the linear transformation denoting reflection about the line y = -x and S : R - R is the linear transformation describing projection onto the y-axis. Then the standard matrices of T o S and of S o T are [To S] = [ S o T] = Check Last saved at 0:59:11 C -30 C Q Search 1:00 AM Mostly clear ENG US 2023-04-06 4