Consider the following function for maximization using simulated annealing: f(x) = x(1.5 x) in the range
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Consider the following function for maximization using simulated annealing: f(x) = x(1.5 – x) in the range (0, 5). If the initial point is x(0) = 2.0, generate a neighboring point using a uniformly distributed random number in the range (0, 1). If the temperature is 400, find the probability of accepting the neighboring point.
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