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JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
II Year B.Tech. CSEI Sem
L T/P/D
4
//
C
4
PROBABILITY AND STATISTICS
Objectives: To learn
•
Understand a random variable that describes randomness or an uncertainty in certain realistic situation.
It can be of either discrete or continuous type.
•
In the discrete case, study of the binomial and the Poisson random variables and the Normal random
variable for the continuous case predominantly describe important probability distributions. Important
statistical properties for these random variables provide very good insight and are essential for industrial
applications.
•
Most of the random situations are described as functions of many single random variables. In this unit,
the objective is to learn functions of many random variables through joint distributions.
•
The types of sampling, Sampling distribution of means ,Sampling distribution of variance, Estimations of
statistical parameters, Testing of hypothesis of few unknown statistical parameters.
•
The mechanism of queuing system ,The characteristics of queue, The mean arrival and service rates
•
The expected queue length, The waiting line
•
The random processes, The classification of random processes, Markov chain, Classification of states
•
Stochastic matrix ( transition probability matrix ),Limiting probabilities, Applications of Markov chains
UNITI
Single Random variables and probability distributions: Random variables – Discrete and continuous.
Probability distributions, mass function/ density function of a probability distribution . Mathematical Expectation,
Moment about origin, Central moments Moment generating function of probability distribution.
Binomial, Poisson & normal distributions and their properties. Moment generating functions of the above three
distributions, and hence finding the mean and variance.
UNITII
Multiple Random variables, Correlation & Regression: Joint probability distributions Joint probability mass /
density function, Marginal probability mass / density functions, Covariance of two random variables, Correlation Coefficient of correlation, The rank correlation.
Regression Regression Coefficient, The lines of regression and multiple correlation & regression.
UNITIII
Sampling Distributions and Testing of Hypothesis
Sampling: Definitions of population, sampling, statistic, parameter. Types of sampling, Expected values of
Sample mean and varience, sampling distribution, Standard error, Sampling distribution of means and sampling
distribution of varience.
Parameter estimations – likelihood estimate, interval estimations.
Testing of hypothesis: Null hypothesis, Alternate hypothesis, type I, & type II errors – critical region, confidence
interval, Level of significance. One sided test, two sided test,
Large sample tests:
(i) Test of Equality of means of two samples equality of sample mean and population mean (cases of
known varience & unknown varience, equal and unequal variances)
(ii) Tests of significance of difference between sample S.D and population S.D.
(iii) Tests of significance difference between sample proportion and population proportion & difference
between two sample proportions.
Small sample tests:
Student tdistribution, its properties; Test of significance difference between sample mean and population mean;
difference between means of two small samples
Snedecor’s F distribution and it’s properties. Test of equality of two population
variences Chisquare distribution , it’s properties, Chisquare test of goodness of fit
UNITIV
Queuing Theory: Structure of a queuing system, Operating Characteristics of queuing system, Transient and
steady states, Terminology of Queuing systems, Arrival and service processes Pure BirthDeath process
Deterministic queuing models M/M/1 Model of infinite queue, M/M/1 model of finite queue .
UNITV
Stochastic processes: Introduction to Stochastic Processes –Classification of Random processes, Methods of
description of random processes, Stationary and nonstationary random process, Average values of single
random process and two or more random processes. Markov process, Markov chain, classification of states –
Examples of Markov Chains, Stochastic Matrix.
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TEXT BOOKS:
1)
2)
3)
Higher Engineering Mathematics by Dr. B.S. Grewal, Khanna Publishers
Probability and Statistics for Engineers and Scientists by Sheldon M.Ross, Academic Press
Operations Research by S.D. Sarma,
REFERENCE BOOKS:
1. Mathematics for Engineers by K.B.Datta and M.A S.Srinivas,Cengage Publications
2. Probability and Statistics by T.K.V.Iyengar & B.Krishna Gandhi Et
3. Fundamentals of Mathematical Statistics by S C Gupta and V.K.Kapoor
4. Probability and Statistics for Engineers and Scientists by Jay l.Devore.
Outcomes:
•
Students would be able to identify distribution in certain realistic situation. It is mainly useful for circuit as
well as noncircuit branches of engineering. Also able to differentiate among many random variable
involved in the probability models. It is quite useful for all branches of engineering.
•
The student would be able to calculate mean and proportions (small and large sample) and to make
important decisions from few samples which are taken out of unmanageably huge populations .It is
Mainly useful for noncircuit branches of engineering.
• The students would be able to find the expected queue length, the ideal time, the traffic intensity and the
waiting time. These are very useful tools in many engineering and data management problems in the
industry. It is useful for all branches of engineering.
•
The student would able to understand about the random process, Markov process and Markov chains
which are essentially models of many time dependent processes such as signals in communications,
time series analysis, queuing systems. The student would be able to find the limiting probabilities and
th
the probabilities in n
state. It is quite useful for all branches of engineering
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JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
II Year B.Tech. CSEI Sem
L
4
T/P/D
//
C
4
MATHEMATICAL FOUNDATIONS OF COMPUTER SCIENCE
Objectives:
•
To explain with examples the basic terminology of functions, relations, and sets.
•
To perform the operations associated with sets, functions, and relations.
•
To relate practical examples to the appropriate set, function, or relation model, and interpret
the associated operations and terminology in context.
•
To describe the importance and limitations of predicate logic.
•
To relate the ideas of mathematical induction to recursion and recursively defined structures.
•
To use Graph Theory for solving problems.
UNITI
Mathematical Logic : Statements and notations, Connectives, Well formed formulas, Truth Tables, tautology,
equivalence implication, Normal forms, Quantifiers, universal quantifiers. Predicates : Predicative logic, Free &
Bound variables, Rules of inference, Consistency, proof of contradiction, Automatic Theorem Proving.
UNITII
Relations: Properties of Binary Relations, equivalence, transitive closure, compatibility and partial ordering
relations, Lattices, Hasse diagram. Functions: Inverse Function Composition of functions, recursive Functions,
Lattice and its Properties, Algebraic structures : Algebraic systems Examples and general properties, Semi
groups and monads, groups sub groups’ homomorphism, Isomorphism.
UNITIII
Elementary Combinatorics: Basis of counting, Combinations & Permutations, with repetitions, Constrained
repetitions, Binomial Coefficients, Binomial Multinomial theorems, the principles of Inclusion – Exclusion. Pigeon
hole principles and its application.
UNITIV
Recurrence Relation : Generating Functions, Function of Sequences Calculating Coefficient of generating
function, Recurrence relations, Solving recurrence relation by substitution and Generating funds. Characteristics
roots solution of In homogeneous Recurrence Relation.
UNITV
Graph Theory : Representation of Graph, DFS, BFS, Spanning Trees, planar Graphs. Graph Theory and
Applications, Basic Concepts Isomorphism and Sub graphs, Multi graphs and Euler circuits, Hamiltonian graphs,
Chromatic Numbers.
TEXT BOOKS :
1. Elements of DISCRETE MATHEMATICS A computer Oriented
ApproachC L Liu, D P Mohapatra. Third Edition, Tata McGraw Hill.
2. Discrete Mathematics for Computer Scientists & Mathematicians, J.L. Mott, A. Kandel, T.P. Baker, PHI.
REFERENCE BOOKS :
1. Discrete Mathematics and its Applications, Kenneth H. Rosen, Fifth Edition.TMH.
2. Discrete Mathematical structures Theory and applicationMalik & Sen, Cengage.
3. Discrete Mathematics with Applications, Thomas Koshy, Elsevier.
4. Logic and Discrete Mathematics, Grass Man & Trembley, Pearson Education.
Outcomes:
•
Ability to Illustrate by examples the basic terminology of functions, relations, and
sets and demonstrate knowledge of their associated operations.
•
Ability to Demonstrate in practical applications the use of basic counting
principles of permutations, combinations, inclusion/exclusion principle
and the pigeonhole methodology.
•
Ability to represent and Apply Graph theory in solving computer science problems.
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JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
II Year B.Tech. CSEI Sem
L
4
T/P/D
//
C
4
DATA STRUCTURES
Objectives:
•
To understand the basic concepts such as Abstract Data Types, Linear and Non Linear Data structures.
•
To understand the notations used to analyze the Performance of algorithms.
•
To understand the behavior of data structures such as stacks, queues, trees, hash tables, search trees,
Graphs and their representations.
•
To choose the appropriate data structure for a specified application.
•
To understand and analyze various searching and sorting algorithms.
•
To write programs in C to solve problems using data structures such as arrays, linked lists,
stacks, queues, trees, graphs, hash tables, search trees.
UNIT I
Basic concepts Algorithm SpecificationIntroduction, Recursive algorithms, Data Abstraction Performance
analysis time complexity and space complexity, Asymptotic NotationBig O, Omega and Theta notations,
Introduction to Linear and Non Linear data structures.
Singly Linked ListsOperationsInsertion, Deletion, Concatenating singly linked lists, Circularly linked listsOperations for Circularly linked lists, Doubly Linked Lists Operations Insertion, Deletion.
Representation of single, two dimensional arrays, sparse matricesarray and linked representations.
UNIT II
Stack ADT, definition, operations, array and linked implementations in C, applicationsinfix to postfix conversion,
Postfix expression evaluation, recursion implementation, Queue ADT, definition and operations ,array and linked
Implementations in C, Circular queuesInsertion and deletion operations, Deque (Double ended queue)ADT,
array and linked implementations in C.
UNIT III
Trees – Terminology, Representation of Trees, Binary tree ADT, Properties of Binary Trees, Binary Tree
Representationsarray and linked representations, Binary Tree traversals, Threaded binary trees, Max Priority
Queue ADTimplementationMax HeapDefinition, Insertion into a Max Heap, Deletion from a Max Heap.
Graphs – Introduction, Definition, Terminology, Graph ADT, Graph Representations Adjacency matrix,
Adjacency lists, Graph traversals DFS and BFS.
UNIT IV
Searching Linear Search, Binary Search, Static HashingIntroduction, hash tables, hash functions, Overflow
Handling.
SortingInsertion Sort, Selection Sort, Radix Sort, Quick sort, Heap Sort, Comparison of Sorting methods.
UNIT V
Search Trees Binary Search Trees, Definition, Operations Searching, Insertion and Deletion, AVL TreesDefinition and Examples, Insertion into an AVL Tree ,BTrees, Definition, BTree of order m, operationsInsertion
and Searching, Introduction to RedBlack and Splay Trees(Elementary treatmentonly Definitions and Examples),
Comparison of Search Trees.
Pattern matching algorithm The KnuthMorrisPratt algorithm, Tries (examples only).
TEXT BOOKS:
nd
1. Fundamentals of Data structures in C, 2
Edition, E.Horowitz, S.Sahni and
Susan AndersonFreed, Universities Press.
2. Data structures A Programming Approach with C, D.S.Kushwaha and A.K.Misra, PHI.
REFERENCE BOOKS:
nd
1. Data structures: A Pseudocode Approach with C, 2
edition, R.F.Gilberg And B.A.Forouzan, Cengage
Learning.
nd
2. Data structures and Algorithm Analysis in C, 2
edition, M.A.Weiss, Pearson.
3. Data Structures using C, A.M.Tanenbaum,Y. Langsam, M.J.Augenstein, Pearson.
nd
4. Data structures and Program Design in C, 2
edition, R.Kruse, C.L.Tondo and B.Leung,Pearson.
nd
5. Data Structures and Algorithms made easy in JAVA, 2
Edition, Narsimha Karumanchi, CareerMonk
Publications.
6. Data Structures using C, R.Thareja, Oxford University Press.
7. Data Structures, S.Lipscutz,Schaum’s Outlines, TMH.
nd
8. Data structures using C, A.K.Sharma, 2 edition, Pearson..
9. Data Structures using C &C++, R.Shukla, Wiley India.
nd
10. Classic Data Structures, D.Samanta, 2
edition, PHI.
11. Advanced Data structures, Peter Brass, Cambridge.
Outcomes:
•
Learn how to use data structure concepts for realistic problems.
•
Ability to identify appropriate data structure for solving computing problems in
respective language.
•
Ability to solve problems independently and think critically.
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JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
II Year B.Tech. CSEI Sem
L
4
T/P/D
//
C
4
DIGITAL LOGIC DESIGN
Objectives:
•
To understand basic number systems codes and logical gates.
•
To understand the Boolean algebra and minimization logic.
•
To understand the design of combinational sequential circuits.
•
To understand the basic s of various memory.
UNITI
Digital Systems: Binary Numbers, Octal, Hexa Decimal and other base numbers, Number base conversions,
complements, signed binary numbers, Floating point number representation, binary codes, error detecting and
correcting codes, digital logic gates(AND, NAND,OR,NOR, ExOR, ExNOR), Boolean algebra , basic theorems
and properties, Boolean functions, canonical and standard forms.
UNITII
Gate –Level Minimization and combination circuits , The KMaps Methods, Three Variable, Four Variable, Five
Variable , sum of products , product of sums Simplification, Don’t care conditions , NAND and NOR
implementation and other two level implantation.
UNITIII
Combinational Circuits (CC): Design Procedure, Combinational circuit for different code converters and other
problems, Binary Adder, subtractor, Multiplier, Magnitude Comparator, Decoders, Encoders, Multiplexers, Demultiplexers.
UNITIV
Synchronous Sequential Circuits: Latches, Flip flops, analysis of clocked sequential circuits, design of counters,
Updown counters, Ripple counters , Registers, Shift registers, Synchronous Counters.
Asynchronous Sequential Circuits: Reduction of state and follow tables, Role free Conditions.
UNITV:
Memory: Random Access memory, types of ROM, Memory decoding, address and data bus, Sequential
Memory, Cache Memory, Programmable Logic Arrays, memory Hierarchy in terms of capacity and access time.
TEXT BOOKS:
1) Digital Design M. Morris Mano.
REFERENCE BOOKS:
1) 1. Switching and Finite Automata Theory by Zvi. Kohavi, Tata McGraw Hill.
2) 2. Switching and Logic Design, C.V.S. Rao, Pearson Education.
3) 3. Digital Principles and Design – Donald D.Givone, Tata McGraw Hill, Edition.
4) 4. Fundamentals of Digital Logic & Micro Computer Design , 5TH Edition, M. Rafiquzzaman John Wiley.
Outcomes:
After this course student could able to design, understand the number systems, combinational
sequential circuits. And they should be in a position to continue with computer organization.
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JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
II Year B.Tech. CSEI Sem
L T/P/D
4
//
C
4
ELECTRONIC DEVICES AND CIRCUITS
Objectives:
This is a fundamental course, basic knowledge of which is required by all the circuit branch engineers.
This course focuses:
•
To familiarize the student with the principle of operation, analysis and design of Junction diode, BJT
and FET amplifier circuits, transistors and field effect transistors.
•
To understand diode as rectifier.
•
To study basic principle of filter circuits and various types.
UNIT I
PN Junction Diode: Qualitative Theory of PN Junction, PN Junction as a Diode, Diode Equation, VoltAmpere
Characteristics, Temperature dependence of VI characteristic, Ideal versus Practical – Resistance levels (Static
and Dynamic), Transition and Diffusion Capacitances, Diode Equivalent Circuits, Load Line Analysis,
Breakdown Mechanisms in Semiconductor Diodes, Zener Diode Characteristics.
Special Purpose Electronic Devices: Principle of Operation and Characteristics of Tunnel Diode (with the help
of Energy Band Diagram), Varactor Diode, SCR and Semiconductor Photo Diode.
UNIT II
Rectifiers and Filters : The PN junction as a Rectifier, Half wave Rectifier, Full wave Rectifier, Bridge Rectifier,
Harmonic components in a Rectifier Circuit, Inductor Filters, Capacitor Filters, L Section Filters, π Section
Filters, Comparision of Filters, Voltage Regulation using Zener Diode.
UNIT III
Bipolar Junction Transistor and UJT: The Junction Transistor, Transistor Current Components, Transistor as
an Amplifier, Transistor Construction, BJT Operation, BJT Symbol, Common Base, Common Emitter and
Common Collector Configurations, Limits of Operation , BJT Specifications, BJT Hybrid Model, Determination of
hparameters from Transistor Characteristics, Comparison of CB, CE, and CC Amplifier Configurations, UJT and
Characteristics.
UNIT IV
Transistor Biasing and Stabilization: Operating Point, The DC and AC Load lines, Need for Biasing, Fixed
Bias, Collector Feedback Bias, Emitter Feedback Bias, Collector  Emitter Feedback Bias, Voltage Divider Bias,
Bias Stability, Stabilization Factors, Stabilization against variations in VBE and β, Bias Compensation using
Diodes and Transistors, Thermal Runaway, Thermal Stability, Analysis of a Transistor Amplifier Circuit using hParameters.
UNIT V
Field Effect Transistor and FET Amplifiers
Field Effect Transistor: The Junction Field Effect Transistor (Construction, principle of operation, symbol) –
Pinchoff Voltage  VoltAmpere characteristics, The JFET Small Signal Model, MOSFET (Construction, principle
of operation, symbol), MOSFET Characteristics in Enhancement and Depletion modes.
FET Amplifiers: FET Common Source Amplifier, Common Drain Amplifier, Generalized FET Amplifier, Biasing
FET, FET as Voltage Variable Resistor, Comparison of BJT and FET.
TEXT BOOKS:
1. Millman’s Electronic Devices and Circuits – J. Millman, C.C.Halkias, and Satyabrata Jit, 2 Ed.,1998,
TMH.
2. Electronic Devices and Circuits – Mohammad Rashid, Cengage Learing, 2013
3. Electronic Devices and Circuits – David A. Bell, 5 Ed, Oxford.
REFERENCE BOOKS:
1. Integrated Electronics – J. Millman and Christos C. Halkias, 1991 Ed., 2008, TMH.
2. Electronic Devices and Circuits – R.L. Boylestad and Louis Nashelsky, 9 Ed., 2006, PEI/PHI.
3. Electronic Devices and Circuits – B. P. Singh, Rekha Singh, Pearson, 2 Ed, 2013.
4. Electronic Devices and Circuits  K. Lal Kishore, 2 Ed., 2005, BSP.
5. Electronic Devices and Circuits – Anil K. Maini, Varsha Agarwal, 1 Ed., 2009, Wiley India Pvt. Ltd.
6. Electronic Devices and Circuits – S.Salivahanan, N.Suresh Kumar, A.Vallavaraj, 2 Ed., 2008, TMH.
Outcomes:
•
Understand and Analyse the different types of diodes, operation and its characteristics.
•
Design and analyse the DC bias circuitry of BJT and FET.
•
Design biasing circuits using diodes and transistors.
•
To analyze and design diode application circuits, amplifier circuits and oscillators employing BJT, FET
devices.
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JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
II Year B. Tech CSE I SEM
L T/P/D
4 //
C
4
BASIC ELECTRICAL ENGINEERING
Objectives:
This course introduces the concepts of basic electrical engineering parameters, quantities, analysis of AC
and DC circuits, the construction operation and analysis of transformers, DC and AC machines. It also gives
knowledge about measuring instruments operation in detail.
UNIT – I
Introduction to Electrical Engineering: Ohm’s law, basic circuit components, Kirchhoff’s laws. Simple
problems.
Network Analysis: Basic definitions, types of elements, types of sources, resistive networks, inductive networks,
capacitive networks, and series parallel circuits, star delta and delta star transformation. , Network theoremsSuperposition, Thevenins’s, Maximum power transfer theorems and simple problems.
UNITII
Alternating Quantities: Principle of ac voltages, waveforms and basic definitions, root mean square and
average values of alternating currents and voltage, form factor and peak factor, phasor representation of
alternating quantities, the J operator and phasor algebra, analysis of ac circuits with single basic network
element, single phase series circuits.
UNITIII
Transformers : Principles of operation, Constructional Details, Ideal Transformer and Practical Transformer,
Losses, Transformer Test, Efficiency and Regulation Calculations (All the above topics are only elementary
treatment and simple problems).
UNITIV
D.C. and A.C. Machines:
D.C generators: Principle of operation of dc machines, types of D.C generators, EMF equation in D.C generator.
D.C motors: Principle of operation of dc motors, types of D.C motors, losses and torque equation, losses and
efficiency calculation in D.C generator. A.C Machines: Three phase induction motor, principle of operation, slip
and rotor frequency, torque (simple problems).
UNIT V
Basic Instruments: Introduction, classification of instruments, operating principles, essential features of
measuring instruments, Moving coil permanent magnet (PMMC) instruments, Moving Iron of Ammeters and
Voltmeters (elementary Treatment only).
TEXT BOOKS:
1. Basic concepts of Electrical Engineering, PS Subramanyam, BS Publications.
2. Basic Electrical Engineering, S.N. Singh, PHI.
REFERENCE BOOKS:
1. Basic Electrical Engineering, Abhijit Chakrabarthi, Sudipta nath, Chandrakumar Chanda, TataMcGrawHill.
2. Principles of Electrical Engineering, V.K Mehta, Rohit Mehta, S.Chand Publications.
3. Basic Electrical Engineering, T.K.Nagasarkar and M.S. Sukhija, Oxford University Press.
4. Fundamentals of Electrical Engineering, RajendraPrasad, PHI.
5. Basic Electrical Engineering by D.P.Kothari , I.J. Nagrath, McGrawHill.
Outcomes:
After going through this course the student gets a thorough knowledge on basic electrical circuits, parameters,
and operation of the transformers in the energy conversion process, electromechanical energy conversion,
construction operation characteristics of DC and AC machines and the constructional features and operation of
operation measuring instruments like voltmeter, ammeter, wattmeter etc...With which he/she can able to apply
the above conceptual things to realworld electrical and electronics problems and applications.
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JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
II Year B. Tech CSE I SEM
ELECTRICAL AND ELECTRONICS LAB
PART  A
1. Verification of Superposition and Reciprocity theorems.
2. Verification of Maximum power transfer theorem.
3. Verification of Thevenin’s and Norton’s theorems.
4. Magnetization characteristics of D.C. Shunt generator.
5. Swinburne’s Test on DC shunt machine.
6. Brake test on DC shunt motor.
7. OC and SC tests on Singlephase transformer.
8. Brake test on 3phase Induction motor.
PART  B
1. PN Junction Diode Characteristics (Forward bias, Reverse bias).
2. Zener Diode Characteristics.
3. Transistor CE Characteristics (Input and Output).
4. Rectifier without Filters (Full wave & Half wave).
5. Rectifier with Filters (Full wave & Half wave).
L

T/P/D
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2
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JAWAHARLAL NEHRU TECHNOLOGICAL UNIVERSITY HYDERABAD
II Year B.Tech. CSEI Sem
L

T/P/D
/3/
C
2
DATA STRUCTURES LAB
Objectives:
•
To write and execute programs in C to solve problems using data structures such as arrays, linked
lists, stacks, queues, trees, graphs, hash tables and search trees.
•
To write and execute write programs in C to implement various sorting and searching methods.
Recommended Systems/Software Requirements:
•
Intel based desktop PC with minimum of 166 MHZ or faster processor with at least 64 MB RAM and
100 MB free disk space.
•
C compiler.
Week1: Write a C program that uses functions to perform the following:
a) Create a singly linked list of integers.
b) Delete a given integer from the above linked list.
c) Display the contents of the above list after deletion.
Week2: Write a C program that uses functions to perform the following:
a) Create a doubly linked list of integers.
b) Delete a given integer from the above doubly linked list.
c) Display the contents of the above list after deletion.
Week3: Write a C program that uses stack operations to convert a given infix expression into its postfix
Equivalent, Implement the stack using an array.
Week 4: Write C programs to implement a double ended queue ADT using i)array and ii)doubly linked list
respectively.
Week 5: Write a C program that uses functions to perform the following:
a) Create a binary search tree of characters.
b) Traverse the above Binary search tree recursively in Postorder.
Week 6: Write a C program that uses functions to perform the following:
a) Create a binary search tree of integers.
b) Traverse the above Binary search tree non recursively in inorder.
Week 7: Write C programs for implementing the following sorting methods to arrange a list of integers in
Ascending order :
a) Insertion sort
b) Merge sort
Week 8: Write C programs for implementing the following sorting methods to arrange a list of integers in
ascending order:
a) Quick sort
b) Selection sort
Week 9: i) Write a C program to perform the following
operation: a)Insertion into a Btree.
ii) Write a C program for implementing Heap sort algorithm for sorting a given list of integers in
ascending order.
Write a C program for implementing KnuthMorris Pratt pattern matching algorithm.
Write C programs for implementing the following graph traversal algorithms:
a)Depth first traversal b)Breadth first traversal
Week 10:
Write a C program to implement all the functions of a dictionary (ADT) using hashing.
Week 11:
Week 12:
TEXT BOOKS:
1. C and Data Structures, Third Edition, P.Padmanabham, BS Publications.
2. C and Data Structures, Prof. P.S.Deshpande and Prof. O.G. Kakde, Dreamtech Press.
nd
3. Data structures using C, A.K.Sharma, 2
edition, Pearson.
4. Data Structures using C, R.Thareja, Oxford University Press.
5. C and Data Structures, N.B.Venkateswarlu and E.V.Prasad,S.Chand.
6. C Programming and Data Structures, P.Radha Krishna, HiTech Publishers.
Outcomes:
•
•
•
Ability to identify the appropriate data structure for given problem.
Graduate able to design and analyze the time and space complexity of algorithm or program.
Ability to effectively use compilers includes library functions, debuggers and trouble shooting.