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Programming Techniques Through C: A Beginner's Companion

Name: Programming Techniques Through C: A Beginner's Companion
Author: M. G. Venkateshmurthy
ISBN: 9788131705087

by M. G. Venkateshmurthy

August 2006

Beginner

281 pages

5h 45m

English

Pearson India

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Cover Page
Title Page
Copyright
Contents
Preface
CHAPTER 1: Algorithms and Flowcharts
1.1 ALGORITHMS1.2 FLOWCHARTS1.3 DIVIDE AND CONQUER STRATEGY
CHAPTER 2: Basic Techniques
2.1 SUM OF TWO GIVEN NUMBERS2.2 SWAPPING THE CONTENTS OF TWO VARIABLES2.3 SIMPLE INTEREST CALCULATION2.4 COMPUTING THE AREA OF A CIRCLE GIVEN ITS RADIUS2.5 COMPUTING THE AREA OF A TRIANGLE GIVEN ALL ITS SIDES2.6 EXTRACTING THE UNIT'S DIGIT OF A GIVEN INTEGER NUMBER
CHAPTER 3: Decision Making
3.1 LARGEST OF TWO GIVEN NUMBERS3.2 DETERMINING WHETHER A GIVEN INTEGER NUMBER IS POSITIVE OR NEGATIVE3.3 DETERMINING WHETHER A GIVEN INTEGER NUMBER IS ODD OR EVEN3.4 LARGEST OF GIVEN THREE NUMBERS3.5 TO FIND OUT WHETHER A GIVEN YEAR IS A LEAP YEAR OR NOT3.6 SOLVING A GIVEN QUADRATIC EQUATION
CHAPTER 4: Looping Techniques
4.1 SUM OF FIRST N NATURAL NUMBERS4.2 SUM OF THE SQUARES OF ALL INTEGERS FROM 1 TO N4.3 FACTORIAL OF A GIVEN INTEGER4.4 FINDING THE SUM OF ODD NUMBERS AND SUM OF EVEN NUMBERS FROM 1 TO N4.5 GENERATION OF REQUIRED NUMBER OF TERMS OF THE FIBONACCI SEQUENCE4.6 FINDING THE GCD AND LCM OF GIVEN NUMBERS4.7 SUM OF ALL THE DIGITS OF A GIVEN INTEGER NUMBER4.8 REVERSING A NUMBER AND TO CHECK WHETHER IT IS A PALINDROME OR NOT4.9 TO FIND OUT WHETHER A GIVEN INTEGER NUMBER IS PRIME OR NOT4.10 PRIME NUMBERS BETWEEN 1 AND N4.11 SUM OF FIRST N TERMS IN THE EXPANSION OF SINE SERIES4.12 COMPUTING THE AREA OF CIRCLES GIVEN THEIR RADII
CHAPTER 5: Multi-Way Decision Making
5.1 SOLVING GIVEN QUADRATIC EQUATION USING MULTI-WAY DECISION MAKING FACILITY5.2 AWARDING GRADES BASED ON MARKS SCORED IN AN EXAMINATION5.3 A SIMPLE CALCULATOR5.4 SELECTING AN OPERATION BASED ON A MENU

CHAPTER 6: Arrays
6.1 READING IN AN ARRAY AND TO OUTPUT THE SAME6.2 BIGGEST AMONG GIVEN ‘N’ INTEGER NUMBERS6.3 THE MAXIMUM AND MINIMUM AMONG GIVEN N INTEGER NUMBERS6.4 AVERAGE OF A GIVEN SET OF N NUMBERS6.5 GIVEN N INTEGERS (ZERO, +VE, -VE) TO FIND OUT THE SUM OF +VE NUMBERS, -VE NUMBERS AND THE AVERAGE OF ALL NUMBERS6.6 MEAN, VARIANCE AND STANDARD DEVIATION OF A GIVEN SET OF NUMBERS6.7 CLASSIFICATION OF THE ELEMENTS OF A GIVEN ARRAY INTO AN ARRAY CONSISTING OF ONLY ODD ELEMENTS AND ANOTHER ARRAY CONSISTING OF ONLY EVEN ELEMENTS.6.8 SORTING N NUMBERS IN ASCENDING ORDER USING BUBBLE SORT6.9 EVALUATING A POLYNOMIAL6.10 READING AND PRINTING OUT A GIVEN MATRIX6.11 TO COMPUTE THE SUM/DIFFERENCE OF GIVEN MATRICES6.12 TRACE OF A GIVEN MATRIX6.13 NORM OF A GIVEN MATRIX6.14 TRANSPOSE OF A GIVEN MATRIX6.15 PRODUCT OF TWO GIVEN MATRICES6.16 SEARCHING A GIVEN ELEMENT IN A GIVEN LIST OF INTEGER ELEMENTS (LINEAR SEARCH ALGORITHM)6.17 SEARCHING FOR A GIVEN ELEMENT IN AN ARRAY USING BINARY SEARCH METHOD6.18 SORTING A GIVEN ARRAY OF ELEMENTS USING SELECTION SORT
CHAPTER 7: Characters and String Handling
7.1 FINDING THE LENGTH OF A GIVEN STRING7.2 DETERMINING WHETHER A GIVEN STRING IS PALINDROME OR NOT7.3 REVERSING A GIVEN STRING7.4 COPYING THE CONTENTS OF A GIVEN STRING INTO ANOTHER STRING7.5 CONCATENATING TWO GIVEN STRINGS7.6 CONVERTING THE UPPERCASE ALPHABETS INTO LOWERCASE ALPHABETS IN A GIVEN STRING AND VICE - VERSA7.7 COUNTING THE NUMBER OF VOWELS AND CONSONANTS IN A GIVEN LINE7.8 SORTING A GIVEN SET OF NAMES7.9 COUNTING THE NUMBER OF CHARACTERS IN AN INPUT7.10 COUNTING THE NUMBER OF WORDS IN A GIVEN LINE7.11 COUNTING THE NUMBER OF LINES IN A GIVEN TEXT
CHAPTER 8: Solving with Modules
8.1 FUNCTION TO PRINT A LINE MADE UP OF ONLY HASH (#) CHARACTERS8.2 FUNCTION TO MULTIPLY TWO GIVEN INTEGER NUMBERS8.3 FUNCTION TO COMPUTE THE GCD OF GIVEN THREE NUMBERS8.4 FUNCTION TO SUM FIRST N TERMS OF SINE SERIES EXPANSION AND TO TABULATE SINE VALUES FOR DIFFERENT ANGLES8.5 FUNCTIONS TO COMPUTE MEAN AND VARIANCE AND HENCE TO COMPUTE STANDARD DEVIATION OF GIVEN SET OF NUMBERS8.6 FUNCTIONS TO READ AND WRITE ONE DIMENSIONAL ARRAY8.7 FUNCTION TO SORT AN ARRAY USING BUBBLE SORT METHOD8.8 FUNCTION TO SEARCH FOR A REQUIRED ELEMENT USING BINARY SEARCH METHOD8.9 FUNCTIONS TO SORT A GIVEN UNSORTED ARRAY USING SELECTION SORT8.10 FUNCTIONS TO READ, WRITE AND COMPUTE TRACE OF GIVEN MATRIX8.11 FUNCTIONS TO COMPUTE SUM OF EACH ROW, SUM OF EACH COLUMN AND SUM OF ALL ELEMENTS OF GIVEN MATRIX8.12 FUNCTIONS TO READ, WRITE AND COMPUTE PRODUCT OF TWO GIVEN MATRICES8.13 PROGRAM TO SEARCH FOR REQUIRED ELEMENT IN A GIVEN UNSORTED ARRAY USING FUNCTIONS ON SEPARATE FILE8.14 UNDERSTANDING THE MEANING OF LOCAL AND GLOBAL VARIABLES8.15 FUNCTION TO SWAP CONTENTS OF TWO VARIABLES—THE WRONG ONE
CHAPTER 9: Pointers
9.1 UNDERSTANDING PRELIMS OF POINTERS9.2 UNDERSTANDING POINTER EXPRESSIONS, POINTER-TO-POINTER AND NULL POINTER9.3 FINDING SUM OF ALL ELEMENTS OF ARRAY USING POINTERS9.4 FUNCTION TO SWAP CONTENTS OF TWO VARIABLES USING POINTERS9.5 SOLVING QUADRATIC EQUATION—USING FUNCTIONS AND POINTERS
CHAPTER 10: Structures
10.1 DEFINING A STRUCTURE, DECLARING, STRUCTURE VARIABLES, ASSIGNING VALUES TO STRUCTURE MEMBERS AND PRINTING OUT STRUCTURE MEMBER VALUES10.2 ARRAY OF STRUCTURE VARIABLES: LISTING NAMES OF STUDENTS WHO HAVE SCORED MORE THAN 60% OF TOTAL MARKS IN THREE SUBJECTS USING STRUCTURE VARIABLES10.3 SUM OF TWO COMPLEX NUMBERS-PASSING STRUCTURE VARIABLE TO FUNCTION10.4 ARRAY OF STRUCTURE VARIABLES WITH A STRUCTURE AS MEMBER OF ANOTHER STRUCTURE
Index

Content preview from Programming Techniques Through C: A Beginner's Companion

CHAPTER 5 Multi-Way Decision Making

We come across many situations where we have to make decisions among many alternatives. For example, a university awards a grade to a student as either A or B or C or D or E based on his marks, a specific business house gives a discount depending on the amount of purchase made, a bank gives interest on the amount deposited depending on the time period for which the deposit is made and so on. A careful observation of all the examples cited above reveals the fact that one has to choose an alternative among many alternatives. The process of selecting an alternative among many alternatives is generally referred to as multiway decision making. Multiway decision making can be implemented using two way decision making ...

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Programming Techniques Through C: A Beginner's Companion

by M. G. Venkateshmurthy

CHAPTER 5

Multi-Way Decision Making

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