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Question :
a) Write the best (in terms of worst-case running time) algorithm that determines if an integer array has duplicate elements. Note that if you do not come up with the best algorithm, you will receive most of the points if you write a correct algorithm.
b) Determine a function f(n) that is the exact worst-case running-time of the algorithm.
c) Determine a function g(n) that is a good lower-bound of the best-case running-time of the algorithm.
In your own words briefly explain why Data Abstraction and Encapsulation is important in software development, give an example?
List and describe all of the potential benefits (and costs) that Nationstate would realize from the establishment of an enterprisewide architecture.
How often does the better team win, and how often does it come from behind, for a given probability p? How does this compare to statistics from real sports?
Why are trees for complex games like chess so large? Distinguish between depth-first searching and breadth-first searching. What does it mean to prune a tree?
For each one justify why you would choose the particular approach and what advantages / disadvantages there may be.
Buyer's perceptions of a product and its price are an important influence on pricing. Value consciousness, price consciousness, and prestige sensitivity are 3 ways of describing these perceptions.
Let T be a binary tree with n nodes. Describe an efficient algorithm for finding the diameter of T. What is the running time of your algorithm?
Write a description about Cloud Technology and BUSINESS ANALYSIS - CRM & ERP. The information which you provide should be related to IT Industry.
What is the difference between a job and a process? How do you suspend the foreground job and move a suspended job to the background.
Write a client program that uses the Stack abstract data type to simulate a session with a bank teller.
write a sub query using the books and publisher table to list the isbn book title and the retail price for every book
Explain how to use a map to implement the dictionary ADT, assuming that the user may attempt to insert entries with the same key.
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