Exam Details
Subject | advanced data structures | |
Paper | ||
Exam / Course | computer science and engineering | |
Department | ||
Organization | Vardhaman College Of Engineering | |
Position | ||
Exam Date | December, 2017 | |
City, State | telangana, hyderabad |
Question Paper
Hall Ticket No:
Question Paper Code B3201
(AUTONOMOUS)
M. Tech I Semester Regular/Supplementary Examinations, December 2017
(Regulations: VCE-R15)
ADVANCED DATA STRUCTRUES AND ALGORITHMS
(Computer Science and Engineering)
Date: 27 December, 2017 FN
Time: 3 hours
Max Marks: 70
Answer any FIVE Questions
Each Question carries equal marks
1.
Explain the algorithm for insertion and deletion on double linked list.
9M
Explain Postfix expression evolution with example.
5M
2.
Explain Rehashing with example.
6M
Construct hash table with table size of 13 for the following values:
42, 25, 14, 70, 38, 21, 11, 34.
Implement using linear probing and double hashing functions.
8M
3.
Explain the Threaded binary tree.
6M
Explain the properties of binary search tree. Construct binary search tree for the following elements:
67, 12, 45, 98, 80, 73, 120, 85, 30, 42
8M
4.
Define Red-Black Trees. Explain insertion and deletion operation of Red-Black Trees with example.
7M
Start with AVL search tree that is a 15-nodes full binary tree. The keys are 1-15. Remove the keys in the order 15, 14, 13 12. Draw your tree immediately following each deletion and also after each rotation that is performed. Label all nodes with their balance factor and identify the rotation type (if any) that is done.
7M
5.
How are recursive program analyzed?
7M
Distinguish between best, worst and average case complexities of an algorithm.
7M
6.
Explain the general principle of Greedy method and also list the application of Greedy method.
6M
Explain quick sorting technique. Sort the following elements using quick sort:
65, 70, 75, 80, 85, 60, 55, 50, 45
8M
7.
Explain the All-Pair Shortest Path Problem (APSP) with example.
7M
What is Principle of Optimality? Explain how travelling sales person problem uses the Dynamic Programming technique with example.
7M
8.
Give the 0/1 Knapsack Least Cost Branch and Bound algorithm. Explain how to find optimal solution.
7M
Explain the Graph-coloring problem. Draw the state space tree for m=3 colors, n=4 vertices graph. Discuss the time and space complexity.
7M
Question Paper Code B3201
(AUTONOMOUS)
M. Tech I Semester Regular/Supplementary Examinations, December 2017
(Regulations: VCE-R15)
ADVANCED DATA STRUCTRUES AND ALGORITHMS
(Computer Science and Engineering)
Date: 27 December, 2017 FN
Time: 3 hours
Max Marks: 70
Answer any FIVE Questions
Each Question carries equal marks
1.
Explain the algorithm for insertion and deletion on double linked list.
9M
Explain Postfix expression evolution with example.
5M
2.
Explain Rehashing with example.
6M
Construct hash table with table size of 13 for the following values:
42, 25, 14, 70, 38, 21, 11, 34.
Implement using linear probing and double hashing functions.
8M
3.
Explain the Threaded binary tree.
6M
Explain the properties of binary search tree. Construct binary search tree for the following elements:
67, 12, 45, 98, 80, 73, 120, 85, 30, 42
8M
4.
Define Red-Black Trees. Explain insertion and deletion operation of Red-Black Trees with example.
7M
Start with AVL search tree that is a 15-nodes full binary tree. The keys are 1-15. Remove the keys in the order 15, 14, 13 12. Draw your tree immediately following each deletion and also after each rotation that is performed. Label all nodes with their balance factor and identify the rotation type (if any) that is done.
7M
5.
How are recursive program analyzed?
7M
Distinguish between best, worst and average case complexities of an algorithm.
7M
6.
Explain the general principle of Greedy method and also list the application of Greedy method.
6M
Explain quick sorting technique. Sort the following elements using quick sort:
65, 70, 75, 80, 85, 60, 55, 50, 45
8M
7.
Explain the All-Pair Shortest Path Problem (APSP) with example.
7M
What is Principle of Optimality? Explain how travelling sales person problem uses the Dynamic Programming technique with example.
7M
8.
Give the 0/1 Knapsack Least Cost Branch and Bound algorithm. Explain how to find optimal solution.
7M
Explain the Graph-coloring problem. Draw the state space tree for m=3 colors, n=4 vertices graph. Discuss the time and space complexity.
7M
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