Give some particular examples of how Dirty and Phantom both behave in ways that are against the rules.
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- Give some instances of the rules-breaking that both Phantom and Dirty engage in.Please draw the working of this semaphore. If you don't know please skip it:Is it possible for an individual operation to stall out while it is still being carried out? You should expect that any remarks you make will be backed up with reason.
- Write an experiment protocol for calculating accuracy difference between touchpad pointing and mouse pointing using Laptop. You have 5 users available to perform experiment tasks. You are required to provide rationale for all your decisions. The experiment protocol should at least describe the following elements: -> Hypothesis -> Independent Variables -> Dependent Variables -> Subject Design/Group Design -> Experiment ProcedureA chest of drawers, also called a dresser or a bureau, is a type of cabinet that has multiple parallel, horizontal drawers generally stacked one above another (See Figure 1). Each drawer has a lock to secure any property inside, but sometimes a drawer may not be secure even when it is locked. For instance, imagine a scenario where the second drawer from the top is locked, but the top drawer is not. In such a case, a burglar can access the second drawer by opening the top drawer and gaining access to the property inside the second drawer. Given the number of drawers, n, and the number of secure drawers, k. You can assume that nk. Write an O (nk) algorithm to find a number of ways to ensure that exactly k drawers are secure. For example, the number of drawers n = 6, and number of secure drawers k = 4. The output is 6 (ULLLLL, LULLLL, LLULLL, LLLULL, LLLLUL, and LLLLUU). FIGURE 1. Chest of DrawersSuppose you are organizing a conference where researchers present articles they have written. Researchers who want to present an article send a paper to the conference organizers. The conference organizers have access to a committee of reviewers who are each willing to read up articles each. Each paper submission gets reviewed by up to reviewers. Moreover, each submission has a particular topic and each reviewer has a specialization for a set of topics, so papers on a given topic only get reviewed by those reviewers who are experts on that topic. The conference organizers need to decide which reviewers will review each article (or equivalently, which articles will be reviewed by which reviewers). Explain how they could use a flow network to solve this problem.
- Can you give just one example, different from the one you have answered which works with all the sub-questions a, b, and c?Solve the following puzzle by translating statements into logical expressions and reasoning fromthese expressions.Four friends have been identified as suspects for an unauthorized access into a computer system.They have made statements to the investigating authorities.1-Alice said Carlos did it.2-John said I did not do it.3-Carlos said Diana did it.4-Diana said Carlos lied when he said that I did it.If the authorities also know that exactly one of the four suspects is telling the truth, who didit?Consider receiving an Instagram message from a complete stranger. The stranger requests that you add them as a friend on Facebook. Then, in order to get a reward, they ask for your home address, birthdate, and other personal information. Make a list of the negative repercussions of "friending" this individual and giving your personal information with them.
- Ethics are standards of right and wrong, good and bad. What makes the difference in ethical behavior is when one either “talks the walk” or “walks the talk”. In illustrated concrete terms, what do the above expressions mean?Define pseudoinstruction.Five schoolgirls sat for an examination. Their parents – so they thought – showed an undue degree of interest in the result. They therefore agreed that, in writing home about the examination, each girl should make one true statement and one untrue one. The following are the relevant passages from their letters: Betty Kitty was 2nd I was 3rd Ethel I was on top Joan was 2nd Joan I was 3rd Ethel was last Kitty I came out 2nd Mary was only 4th Mary I was 4th Betty was 1stWrite a prolog program to solve this puzzle. A completely working solution is required for extra points, i.e. all or nothing proposition.