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give a greedy algorithm for partitioning a set of n weights into k bins. b) does it find the perfect solution?
Let the adaptive playout delay algorithm. Show through simple example that adjusting playout delay at beginning of each talk.
How does he calculate the signature on each of m1j mod n (for positive integer j), m1-1 mod n, m1*m2 mod n, and in general m1j*m2k mod n (for arbitrary integers j and k)?
Write the algorithm, by using pseudo code, to do the following task. Given string of numbers, identify all the substrings which form numbers that are divisible by 3.
Write a recursive function to determine if a binary tree is a binary search tree.
Construct an IDEF1X diagram that demonstrate only entities and relationships. Name each relationship and specify its cardinalities.
Illustrate all your work. Use modular approach to solving this problem. Give the following submodule. Calculations - module to compute gross pay. Using the Program Development Cycle, develop an algorithm using pseudocode for the following task.
Assume you are the 1st level help desk technician at a average sized corporations. Your job is to handle the initial calls from corporation computer users with personal computer related problems.
What methods would you use to effectively manage a team of system administrators database, network, application working in your data center?
Explain the distinction between an ambiguity in a proposed algorithm and an ambiguity in the representation of an algorithm. Describe how the use of primitives helps remove ambiguities in an algorithm's representation.
Explain how to modify Knuth-Morris-Pratt algorithm to support patterns with these wild cards, and analyze modified algorithm. Your algorithm must find first substring in text which matches the pattern.
Suppose that the symbols are compressed using Huffman Coding and that the most likely symbol is encoded as a 0, determine the decompressed value of the following compressed string of bits?
Provide an example of a one to one relationship and an example of a many-to-many relationship in a newspaper, magazine, book, or everyday situation you encounter.
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