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Q.1: What are the rules of manipulate Big-Oh expressions and about the typical growth rates of algorithm?
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Q.2: Discuss the steps in mathematical analysis for recursive algorithm. Do the same for finding the factorial of a number.
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Q.3: Find the optimal binary merge tree (pattern) for ten files whose length are. 28, 32, 12,5,84,53,91, 35, 3 and 11 also find its weighted external path length.
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Q.4: Explain the memory function method for the Knapsack problem and give the algorithm.
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Q.5: Apply Warshall's algorithm to find the transitive closure of the digraph defined by the following adjacency matrix.
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Q.6: Explain how branch and bound techniques can be used to solve travelling sales person problem.
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Q.7: What is Hamiltonian cycle? Write an algorithm to find all Hamiltonian cycle in graph?
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Q.8: Explain the relationship between class P, NP, NP-complete and NP hard problem with example of each class.
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Q.9: Solve the recurrence relation: T(n) = 3 (n/4) + n
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