BCA PART I semester-wise scheme: 2007-2008 ... - Vikram University
BCA PART I semester-wise scheme: 2007-2008 ... - Vikram University BCA PART I semester-wise scheme: 2007-2008 ... - Vikram University
UNIT -IIIStructured System Analysis, Tools of Structured analysis, Software DesignFundamentals, Data Flow, Oriented Design, Object Oriented Design & DataOriented design method.UNIT - IVSoftware Quality Assurance, Software testing techniques, Software testingFundamentals, White Box Testing (Basis Path Testing, Control Structuredtesting), Black Box Testing, Software Testing Strategies:- A Strategicapproach to software testing, Strategic issue unit testing, integration testing,Validation testing, System Testing, The art of Debugging.UNIT - VSystem Implementation & Software Maintenance, Hardware & SoftwareSelection.BOOKS:1. System Analysis & Design by Elias M. Awad, Galgotia Pub.2. Software Engineering by Roger S. Pressman, McGraw Hill.3. An integrated Approach to software Engineering by Pankaj Jalote,Nakoda Publishing House.BCA - 504 : DISCRETE MATHEMATICS & LINEAR ALGEBRAMax. Marks: 50OBJECTIVE : Introduce concepts of discrete mathematics and algebra.EXAMINATIONThe question paper will have the usual note saying “Attempt five questionschoosing one from each Unit”, Thus, the paper will clearly specify Units,and have a pattern of two questions per unit, with an option to attempt anyone of these two within each unit.UNIT - IALGEBRA OF LOGIC:Recall of Statements & Logical Connectives, Tautologies & Contradictions,Logical Equivalence, Algebra of Propositions, Quantifiers, Universal &54
Existential Quantifiers.BOOLEAN ALGEBRA:Boolean Algebra and its Properties, Algebra of Propositions, De-Morgan’sLaws, Algebra of Electric Circuits & its Application, Design of SimpleAutomatic Control System.UNIT - IIBOOLEAN FUNCTION OF FUNDAMENTAL FORMS: Boolean Function- Disjunction and Conjunction Normal Forms, Bools Expansion Theorem -Fundamental Forms, Many Terminal Networks, Trees and BinomialNetworks.UNIT - IIIBASIC CONCEPTS:SETS: Union, Intersection, Difference, Complement, De- Morgan’s Laws &Cartesian Product.MAPPINGS: Type of Mappings, Identify & Inverse mappings, Product ofMappings.GROUPS: Definition, Order of an Element.SUBGROUPS: Definition, Necessary and Sufficient condition.COSET DECOMPOSITION: Right & Left Cosets, Lagrange’s Theorem.DEFINITIONS AND BASICS OF : Normal Subgroup, Quotient Group,Homomorphism & Isomorphism of groups, Kernel of Homomorphism, Ringand Field.UNIT - IVVECTOR SPACES: Vector Space, Subspaces and Quotient Spaces.Linearly Dependent and Independent Vectors.LINEAR MAPS: Definition & properties. Homomorphism & Isomorphismof Vector Spaces, Kernel of A Linear Map.UNIT - VMatrix Representation of A Linear Map, rank and Nullity of Linear Map.Fundamental Theorem of Vector Space Homomorphism.Eigen Values and Eigen Vector of Matrix, Cayley Hamilton Theorem: Proof& Applications.BOOKS:1. A text book of Discrete Mathematics by H.K.Pathak and D.CAgrawal, Shiksha Sahitya Prakashan, Meerut. (text)55
- Page 3 and 4: SEMESTER-IBCA-101: MATHEMATICS-IMax
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- Page 15 and 16: • Bubble sort• Keyword searchin
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- Page 31 and 32: UNIT-VPartial differential equation
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Existential Quantifiers.BOOLEAN ALGEBRA:Boolean Algebra and its Properties, Algebra of Propositions, De-Morgan’sLaws, Algebra of Electric Circuits & its Application, Design of SimpleAutomatic Control System.UNIT - IIBOOLEAN FUNCTION OF FUNDAMENTAL FORMS: Boolean Function- Disjunction and Conjunction Normal Forms, Bools Expansion Theorem -Fundamental Forms, Many Terminal Networks, Trees and BinomialNetworks.UNIT - IIIBASIC CONCEPTS:SETS: Union, Intersection, Difference, Complement, De- Morgan’s Laws &Cartesian Product.MAPPINGS: Type of Mappings, Identify & Inverse mappings, Product ofMappings.GROUPS: Definition, Order of an Element.SUBGROUPS: Definition, Necessary and Sufficient condition.COSET DECOMPOSITION: Right & Left Cosets, Lagrange’s Theorem.DEFINITIONS AND BASICS OF : Normal Subgroup, Quotient Group,Homomorphism & Isomorphism of groups, Kernel of Homomorphism, Ringand Field.UNIT - IVVECTOR SPACES: Vector Space, Subspaces and Quotient Spaces.Linearly Dependent and Independent Vectors.LINEAR MAPS: Definition & properties. Homomorphism & Isomorphismof Vector Spaces, Kernel of A Linear Map.UNIT - VMatrix Representation of A Linear Map, rank and Nullity of Linear Map.Fundamental Theorem of Vector Space Homomorphism.Eigen Values and Eigen Vector of Matrix, Cayley Hamilton Theorem: Proof& Applications.BOOKS:1. A text book of Discrete Mathematics by H.K.Pathak and D.CAgrawal, Shiksha Sahitya Prakashan, Meerut. (text)55
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