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Q1) In this course, you looked at a variety of tools that you would use to prepare a project. Some areas you looked at included, but were not limited to:
The project charter, which allowed you to tell the story of the project.
The scope document, which identified what will and will not be within your project.
The risk matrix, which allowed you to track potential risks of the project.
In spite of all of these tools and techniques, a question remains: How does one determine the success of a project?
Describe relative benefits and disadvantages of at least three different measures used to protect operating systems.
Give a one to two page analysis summarizing the results to the executive management team of Omega.
Are there any tools which someone can utilize safely, other than key recovery, to avoid losing his or her passphrase?
How many information systems staff member do you think Reliable can reasonably afford to employ? what mix of skills would they need?
Describe the fields and options associated with user account set-up.
Assume a foreign website sells drugs which are not approved by regulatory agencies for sale to citizens of another country. Do you believe that website has a duty to be familiar with drug laws throughout the world?
Write a Turing machine that decreases a positive binary number by one? By writing turing machine an instruction set in the form of (w,x,y,z,a) where w is current state,
One instructor also serves a department chair. Draw a detailed class diagram to represent the above information.
Create a report by city and another by product, including details of the sales and sub-totals and totals for quantity.
Let the d component of x be either 0 or 1. Assume we assign x to w1 if number of non-zero components of x is odd, and to w2 otherwise. Illustrate that this dichotomy is not linearly separable if d>1.
Download a password cracker designed for your operating system. Run the cracker on your system. Explain the results from the cracker.
Suppose an algorithm has two parts. The first part involves sorting and takes (10 nlog n) steps, where n is the input size. What is the asymptotic time complexity of the overall algorithm, in Big Theta notation?
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