Problem

Problem

Let AA be a square matrix satisfying A2+5A+5I=0A^2 + 5A + 5I = 0. The inverse of A+2IA + 2I is equal to : (a) A−2IA - 2I (b) A+3IA + 3I (c) A−3IA - 3I (d) non-existent

Browse the problem library