Download JNTUA MCA 2018 July Reg-Supply 2nd Sem 17F00201 Data Structures Question Paper

Download JNTU Anantapur (JNTU Anantapur) Master of Computer Applications (MCA) 2018 June-July Regular Supply 2nd Sem 17F00201 Data Structures Previous Question Paper

Code: 17F00201

MCA II Semester Regular Examinations June/July 2018
DATA STRUCTURES
(For students admitted in 2017 only)

Time: 3 hours Max. Marks: 60

Answer all the questions

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1 (a) What are the criteria to follow to judge a program? Explain space and time complexity in detail.
(b) What is performance measurement? Explain.
OR
2 (a) Write an iterative function to compute a binomial coefficient and then transform it into an equivalent
recursive function?
(b) Determine the space complexity of the iterative and recursive binomial coefficient functions.

3 (a) Write the difference between arrays and structures. Explain self-referential structures with suitable
example.
(b) Define pattern matching. Demonstrate the Knuth, Morris, Pattern (KMP) matching algorithm.
OR
4 (a) Explain ADT stack and ADT queue operations and functions with proper pseudo code.
(b) Write the postfix form of the following expression:
(a+b)*d+e/(f+a*d)+c

5 Briefly discuss various types of linked lists and explain the major operations of linked lists.
OR
6 (a) How to represent polynomials? Explain circular list representation of polynomials.
(b) Write a program to implement circular queue operations by using linked lists.

7 (a) Define binary tree. Explain binary tree representations with neat diagrams.
(b) Write a C function to delete the element with key k from a binary search tree and evaluate the time
complexity of your function.
OR
8 Illustrate binary tree traversals in detail with suitable pseudo code for each traversal.

9 Explain the following searching techniques:
(i) Linear search. (ii) Interpolation search. (iii) Fibonacci search.
OR
10 (a) Quick sort is an unstable sorting method. Give an example of an input list in which the order of
records with equal keys is not preserved.
(b) Write the steps to implement k-way merge with floating buffers.

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