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Premium Airlines has currently offered to settle claims for a class action suit, which was originated for alleged price fixing of tickets. The proposed settlement is stated as follows. Draw a decision tree for this condition.
Initially, Premium Airlines will make available to the settlement class a main fund of $25 million in coupons. If the number of valid claims submitted is 1.25 million or fewer, the value of each claim will be the result obtained by dividing $25 million by the total of valid claims submitted. For instance, if there were 500,000 valid claims, each person submitting a claim would receive a coupon worth $50.The denomination of each coupon distributed will be in whole dollar amount not to exceed $50. Thus is there are fewer than 500,000 valid claims, then the value of each claim will be divided among two coupons or more. For example, if there are 250,000 valid claims, each person submitting a valid claim will receive two coupons, each having a face value of $50, for a total coupon value of $100.If the number of valid claims submitted is between 1.25 million and 1.5 million, Premium Airlines will make available a supplemental fund of coupons, with a potential value of $5 million. The supplemental fund will be made available to the extent necessary to provide one $20 coupon for each valid claim. If there are more than 1.5 million valid claims, the total amount of the main fund and the supplemental fund, $30 million, will be divided evenly to produce one coupon for each valid claim. The value of each such coupon will be $30 million divided by the total number of valid claims.
Suppose that the tables T1 and T2 have a 1:1 relationship. Suppose that T2 has the foreign key. Demonstrate the SQL statements necessary to move the foreign key to T1.
Create algorithm which concatenates T1 and T2 into single binary search tree. Worst case running time must be O(h).
Pseudocode algorithm you would write for a simple task. What do you think is the most difficult part of creating the algorithm? What can you do to make this process easier?
Can the speed in which data is transmitted have an adverse effect on fundamental business decisions? Yes, speed that is traveling at big rates of speed can have an affect on fundamental business decisions.
Assume you have one machine and a set of n jobs a1, a2, ..., an to process on that machine. Determine the schedule that obtains the maximum amount of profit. Compute the running time of your algorithm?
Draw an algorithm to produce a list of customers from the Glad Rags Clothing Company's customer master file.
How many page faults would happen for the given replacement algorithms, assuming one, two, three, and four frames?
Write an algorithm or code segment for locating the nth successor of an item in a circlar linked list (the nth item that follows the given item in the list).
Think about a typical sales invoice that would include the given information. Create a single table to hold all of the information needed to store an invoice including this information.
Give the two input nodes after the graph has been built from the command prompt.
Write JS code which prompt the user for an integer and prints the result.
Expalin the search algorithm that results from each of the following special cases. How does it relate to other algorithms we have discussed.
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