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Question: Assume that a homogeneous array with six rows and eight columns, is stored in row major order starting at address 20 (base ten). If each entry in the array requires only one memory cell, what is the address of the entry in the third row and fourth column? What if each entry requires two memory cells?
Provide a polynomial-time algorithm to decide whether G has unique minimum s - t cut (i.e., an s - t cut of capacity strictly less than that of all other s - t cuts).
How many elementary operations are used in algorithm given below? The elementary operations are comparison operations (such as > and
Our goal is to plan this trip so that we minimize the maximum amount of walking done in a single day. Your algorithm should be based on dynamic programming and run efficiently.
Suppose the cost of seek is 5milliseconds, while the disk transfer rate is 40 mgbytes per second. Find the cost of sorting the relation , in seconds, w/bb = 1 & w/ bb= 100.
Solve the following recurrence relations by the method of your choiceT(n) = 1 for n = 4 and T(n) =pnT(pn) + n for n > 4. Argue that the solution to the recurrence T(n) = T(n=3) + T(2n=3) + cn is (n lg n) by appealing to the recursion tree.
Create the algorithm to read arbitrary number of data records, each containing name, age, and code. Code of 1 will indicate female, a code of 2 will indicate male.
Write the most efficient pseudocode algorithm you can to determine the record with specific customerID if every single customer ID from 101 to 500 is used and array has 400 elements.
Assume two binary trees, T 1 and T 2 , hold entries satisfying heap-order property. Explain method for combining T 1 and T 2 into a tree T whose internal nodes hold union of entries
Create a list of major steps to follow to get input, process, and output desired information (software requirements). Refine the list to include individual refined steps (algorithm).
Explain the FIFO structure of the queue Explain how you would implement the queue data structure in its simplest form. Illustrate your answer fully with the necessary sample code
Explain a sorting algorithm which is optimal with respect to this cost model and uses O(n) space. That is, time used by algorithm should exactly match lower bound
Write algorithm to settle following question: A bank account starts out with $10,000. Interest is compounded monthly at 6 percent per year (0.5 percent per month).
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