Apply simulated annealing to maximize the following continuous function: f (x) = x3 - 90x2 + 600x + 100 A solution x is represented by 6 bits. The neighborhood is constructed by flipping a bit randomly. The initial solution is 010010 (x = 18) and the cooling function: T = 0.9 (T). Run simulated annealing for the following scenarios and compare the minimum values reached: 1- initial temperature T0 equal to 550. 2- initial temperature T0 equal to 150. Write Matlab and JAVA codes to implement simulated annealing to solve the maximization problem above.