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AU Computer Programming and Numerical Methods Sem I
No Units Titles Sub Titles Chapters
1 Unit 1 Basics Variables , Constants , Expressions , Operators and their precedence and associativity, Basic input and output statements, Control structures, Simple programs in C using all the operators and control structure VIEW CHAPTERS
2 Unit 2 Functions Concept of a function , Parameters and how they are passed , Automatic Variables , Recursion , Scope and extent of variables, Writing programs using recursive and non-recursive functions VIEW CHAPTERS
3 Unit 3 Arrays and Strings Single and multidimensional arrays , Character array as a string , Functions on strings, Writing C programs using arrays and for string manipulation VIEW CHAPTERS
4 Unit 4 Structures Declaring and using structures , Operations on structures , Arrays of structures , User defined data types , Pointers to using files VIEW CHAPTERS
5 Unit 5 Files Introduction , File structure , File handing functions , File types , File error handing , C Programming examples for using files VIEW CHAPTERS
6 Unit 6 Basic Concepts Preliminary concepts of algorithms , Flow charts and their execution traces , A simplified model of a computer VIEW CHAPTERS
7 Unit 7 Representation for Characters and Numbers Representation for integer and real numbers, Effect of finite representation on arithmetic operations for example overflow, underflow, associativity and normalization, Some elementary methods for overcoming these limitations VIEW CHAPTERS
8 Unit 8 Numerical Methods Notation of round-off and truncation errors, numerical methods of finding roots of an algebraic equation of one variable, Successive bisection method, False position method, Newton Raphson method and secant method VIEW CHAPTERS
9 Unit 9 Solutions of Simultaneous Algebraic Equations Gauss elimination method and Gauss Seidal methods VIEW CHAPTERS
10 Unit 10 Interpolation Lagrange s Interpolation and difference table methods VIEW CHAPTERS
11 Unit 11 Numerical Integration Simpson s Rule, Gaussian quadrature for formula VIEW CHAPTERS
12 Unit 12 Numerical Solution of Differential Equation Eular s method, Taylor s series method and runge-Kutta method VIEW CHAPTERS
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