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Unregistered 3rd November 2016 12:59 PM

Download BCA Syllabus Of CCS University
 
Recently I have passed semester 1 exams of BCA Course of CCS University. Now I am in 2nd semester. I want syllabus to collect all books. So can any one provide detailed syllabus of BCA 2nd Semester of CCS University?

shikha 3rd November 2016 01:13 PM

Re: Download BCA Syllabus Of CCS University
 
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As you are searching for detailed syllabus of BCA 2nd Semester Program of CCS University, I am providing complete syllabus here of whole BCA Course.

CCS University BCA 2nd Semester Syllabus
COURSE CODE COURSE NAME
BCA-201 Mathematics II (MATHS)
BCA-202 C Programming (C Prog)
BCA-203 Organization Behavior (OB)
BCA-204 Digital Electronics & Computer Organization (DECO)
BCA-205 Financial Accounting & Management (FAM)
BCA-206P Computer Laboratory and Practical Work of C Programming

BCA-201 Mathematics II
Unit – I
Sets
Sets, Subsets, Equal Sets Universal Sets, Finite and Infinite Sets, Operation on Sets, Union, Intersection and Complements of Sets, Cartesian Product, Cardinality of Set, Simple Applications
Unit – II
Relations and functions
Properties of Relations, Equivalence Relation, Partial Order Relation Function: Domain and Range, Onto, Into and One to One Functions, Composite and Inverse Functions, Introduction of Trignometric, Logarithmic and Exponential Functions
Unit– III
Partial order relations and lattices
Partial Order Sets, Representation of POSETS using Hasse diagram, Chains, Maximal and Minimal Point, Glb, lub, Lattices & Algebric Systems, Principle of Duality, Basic Properties, Sublattices, Distributed & Complemented Lattics
Unit– IV
Functions of several variables
Partial Differentiation, Change of Variables, Chain Rule, Extrema of Functions of 2 Variables, Euler’s Theorem
Unit – V
3d coordinate geometry
3D Coordinate Geometry: Coordinates in Space, Direction Cosines, Angle Between Two Lines, Projection of Join of Two Points on a Plane, Equations of Plane, Straight Lines, Conditions for a line to lie on a plane, Conditions for Two Lines to be Coplanar, Shortest Distance Between Two Lines, Equations of Sphere, Tangent plane at a point on the sphere
Unit – VI
Multiple integration
Double Integral in Cartesian and Polar Coordinates to find Area, Change of Order of Integration, Triple Integral to Find Volume of Simple Shapes in Cartesian Coordinates.

Referential Books:
1. Kolman, Busby and Ross, “Discrete Mathematical Structure”, PHI, 1996.
2. S.K. Sarkar, “Discrete Maths”; S. Chand & Co., 2000

BCA-202 C Programming
Unit – I
Arrays
Definition, declaration and initialization of one dimensional array; Accessing array elements; Displaying array elements; Sorting arrays; Arrays and function; Two- Dimensional array: Declaration and Initialization, Accessing and Displaying, Memory representation of array [Row Major, Column Major]; Multidimensional array
Unit – II
Pointers
Definition and declaration, Initialization; Indirection operator, address of operator; pointer arithmetic; dynamic memory allocation; arrays and pointers; function and pointers
Unit– II
Strings
Definition, declaration and initialization of strings; standard library function: strlen(), strcpy(), strcat(), strcmp(); Implementation without using standard library functions
Unit– IV
Structures
Definition and declaration; Variables initialization; Accessing fields and structure operations; Nested structures; Union: Definition and declaration; Differentiate between Union and structure
Unit – V
Introduction C Preprocessor
Bitwise Operators
Definition of Preprocessor; Macro substitution directives; File inclusion directives; Conditional compilation
Bitwise operators; Shift operators; Masks; Bit field
Unit – VI
File handling
Definition of Files, Opening modes of files; Standard function: fopen(), fclose(), feof(), fseek(), fewind();Using text files: fgetc(), fputc(), fscanf()
Command line arguments

Referential Books:
1. Let us C-Yashwant Kanetkar.
2. Programming in C-Balguruswamy
3. The C programming Lang., Person Ecl - Dennis Ritchie
4. Structured programming approach using C-Forouzah & Ceilberg Thomson
learning publication


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