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A. You are given a list of n names (all of the names are distinct) with instructions to put them in alphabetical order. How many comparisons are necessary to accomplish your task?
B. After you have accomplished the task to part a, you are given another name. How many comparisons are necessary to place this name in its place in the alphabetical list? What is the average or expected number of comparisons?
C. After you have accomplished the task in part a, you are given k more names to put in the list. How many comparisons are necessary? What is the average number of comparisons actually needed?
Computing the height of the building -If, at this point, he is 12 feet from the building, what is the height of the building? Draw a picture, show all work, and find the solution. Round to the nearest hundredths.
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Solve this model by using graphical analysis
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A class has 10 business majors and 15 econ majors. If Five students are chosen at random, what is the probability that three are business major and two are econ majors?
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Suppose that a pair of 20-sided dice are rolled (the sides are numbered 1-20). What is the probability that the sum of the dice is 13?
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