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Reg. No.

Question Paper Code : 57236

B.E./B.Tech. DEGREE EXAMINATION MAY/JUNE 2016


Third Semester
Computer Science and Engineering
CS 6301 PROGRAMMING AND DATA STRUCTURES II
(Common to Information Technology)
(Regulation 2013)
Time : Three hours Maximum : 100 marks
Answer ALL questions

PART A (10 2 = 20 marks)

1 When do you declare a member of a class static?


2. List out the advantages of using storage classes.
3. How does a C string differs from a C++ type string?
4. Distinguish the term overloading and overriding.
5. Distinguish the term template class and class template.
6. List out the types of containers.
7. List out the various operations that can be performed on B-trees.
8. What is amortized analysis?
9. What are the different ways to represent the graph?
10. List out the applications of depth-first search.

PART B (5 16 = 80 marks)

11 (a) i. Describe the different mechanisms for accessing data members and
member functions in a class with a suitable example. (10)

ii. Explain the role of this pointer. (6)

OR

(b) What is a constructor? Explain the different types of constructors with


suitable examples. (16)

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12 (a) i. Write a C++ program to overload the decrement operator with
prefix and postfix forms. (8)

ii. Explain any two types of inheritance supported in C++ with


suitable examples. (8)

OR

(b) With suitable C++ program explain how the polymorphism is achieved at
compile time and run time. (16)

13 (a) i. Write a class template to represent a queue of any possible data


type. (8)

ii. Illustrate about how exceptions are handled using multiple catch
handlers. (8)

OR

(b) i. Explain the components of STL. (8)

ii. Write a C++ program that reads a text file and creates another file
that is identical except that every sequence of consecutive blank
spaces is replaced by a single space. (8)

14 (a) i. Define AVL tree and starting with an empty AVL search tree,
insert the following elements in the given order: 2, 1, 4, 5, 9, 3, 6, 7 (8)

ii. Explain AVL rotations with a suitable example. (8)

OR

(b) Implement the Fibonacci heaps and compare their performance with binary
heaps when used in Dijkstras algorithm. (16)

15 (a) i. Illustrate the Dijkstras algorithm for finding the shortest path with
the following graph. (12)

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ii. Illustrate the comparison of Floyds algorithm with Dijkstras
algorithm (4)

OR

(b) Find the minimum spanning tree for the given graph using both Prims and
Kruskals algorithm and write the algorithms. (16)

_________________

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