13.11 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 xr (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 pbobability of accepting the neighboring point.

Please solve this question step by step and in clear writing. I want to learn how to do these types of questions. Dont type it as the solutions gets cropped upon loading. Thanks!

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Find the minimum-cost SOP and POS forms for the function

1. State variables are linearly 2. To find the output variables of a system, you need to know the . ..variables, the .conditions and the ... 3. If a system is represented by two, third order linear differential equations, then the number of state equations will be ..... ...... 4. In 3 the number of state variables will be..

a. The switch S1 is in the A position. Find the maximum IL1 that will flow. b. Find the steady state voltage across R1 when in S1 is in the A position for a very long time. c. The switch is moved to position B. Find the steady state current IL after a very long time. d. Using the information from part a,b,c find the equations that describes iL during the transient state after the switch is in position B.

The Boolean expression Y = XY + ZX is in the , form. %3D a. Product-of-Sum O b. None of the answers O c. Linear O d. Sum-of-Products

Continuous Uniform Distribution 4-54/118 Suppose the time it takes a data collection operator to fill out an electronic form for a database is uniformly between 1.5 and 2.2 minutes. I (a) What is the mean and variance of the time it takes an operator to fill out the form? (b) What is the probability that it will take less than two minutes to fill out the form? (c) Determine the cumulative distribution function of the time it takes to fill out the form.

In the following True or False and Multiple-Choice problems, circle the correct answer. 1. A stable system is a dynamic system with a bounded output response for any input. True or False 2. A marginally stable system has poles on thejww-axis. True or False 3. A system is stable if all poles lie in the right half-plane. True or False 4. The Routh-Hurwitz criterion is a necessary and sufficient criterion for determining the stability of linear systems. True or False 5. Relative stability characterizes the degree of stability. True or False

Can you classify this differential equation, as well?