Solve the Lorenz equations given in Section 5.12.1 for r =1, using ode23. 

Solve the Lorenz equations given in Section 5.12.1 for r =1, using ode23.  Use the Adams–Bashforth–Moulton method to solve dy/dt=−5y, with y=50 when t =0, in the range t =0 to 6. Try step sizes, h, of 0.1, 0.2, 0.25, and 0.4. Plot the error against t for each case. What can you deduce from these results with regard to the stability of the method? The exact answer is y=50e−5t. The following first-order differential equation represents the growth in a population in an environment that can support a maximum population of K:

D N / d t = r N (1−N/K)

where N(t)is the population at time t and r is a constant. Given N =100 when t =0, we use the MATLAB function ode23, solve this differential equation in the range 0 to 200, and plot a graph of N against time. Take K =10,000 and r =0.1.

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Discuss why revising documentation is an important part of change management.

Discuss why revising documentation is an important part of change management. Explain the purpose of a change request form. Why should change request procedures be documented? Using an Internet Web….

Would you be inclined to advise your Company go through such type of audit, yes or no? Explain your position.

The Company you work for is in the process of determining whether to have an information security audit (ISA) performed. Even though the Company is not (yet) required to have….

Distinguish between outsourcing and off-shoring.

Distinguish between outsourcing and off-shoring. Explain the following relevant terms and concepts when involved in an audit of a service organization. a. Service organization. b. User entity. c. Roles and….