Madurai Kamaraj University MCA Eligibility

Will you please tell what is the eligibility criteria for M.C.A. (Master of Computer Applications) courtse at Madurai Kamaraj University ?

[Rajkumar Agarwal]

As you want I am here telling you about the eligibility criteria for M.C.A. (Master of Computer Applications) courtse at Madurai Kamaraj University.

M.C.A. – (Master of Computer Applications) eligibility:

Graduate in any discipline with Mathematics as compulsory subject at 10+2 level

Or

Graduate in Computer Science / Computer Applications / Software / IT The candidates who have not studied Mathematics at +2 level but having studied the subjects:

Business Mathematics
Business Mathematics & Operational Research
Operations Research
Business Mathematics and Statistics
Numerical Methods and Mathematics only at graduate level are not eligible to apply.


M.C.A - Master of Computer Applicationsentrance exam structures :

Entrance test will cover 30% components of Mathematics at the 10+2 level.

20% components of logical reasoning/analytical ability at the level of bachelor's degree.

10% components of proficiency in English at the level of Bachelor's Degree .

Component of knowledge of computers and computer application at introductory level constituting 40%.


Address:
Madurai Kamaraj University College
Alagar Kovil Road
Madurai, Tamil Nadu 625002

Map:

[MAP]Madurai Kamaraj University College [/MAP]

Can you tell me about the eligibility requirement for admission in M.C.A (Master of Computer Application) Program offered by Directorate of Distance Education of Madurai Kamaraj University?

[Neelu Bhasin]

The M.C.A. program (Master of Computer Application) at Directorate of Distance Education of Madurai Kamaraj University is a conventional program focusing on Information Technology. It stresses the development of applied analytic tool skills, advanced cognitive abilities, and topical specialties allowing students to tailor the program to their interest.

MCA

Duration: 3 Year

Eligibility: Any degree with Mathematics at plus 2 level (Allied subjects like Basic
Mathematics,
Applied Mathematics and Business Mathematics are not treated as equivalent to +2
Mathematics)


MCA Lateral Entry

Duration: 2 Year

B.C.A. (or) B.Sc. (Computer Science/Information Technology)

One has to write all second year and third year papers by year wise and need not write first year papers of the programme. Year exception and first year paper exception is provided.


M.C.A. Program Syllabus

I SEMESTER

FS 1: Mathematical Foundations of Computer Applications

Unit-I : Mathematical Logic: Statements and notations, Connectives, Well-formed formulas,
Truth Tables, Tautology, equivalence implication, Normal forms, Theory of inference for the statement calculus; Rules of inference, Consistency of promises and indirect method of proof,
Automatic Theorem Proving; Predicate calculus; Predicates, statement functions, variables and quantifiers, predicate formulas, free & bound variables, universe of discourse, inference theory of predicate calculus


Unit-II : Set theory & Relation: introduction, Relations and ordering, Properties of binary
Relations, Equivalence, Compatibility Relations, Partial Ordering; Elementary Combinatory :
Basis of counting, Enumeration of Combinations& Permutations, Enumeration of
Combinations & Permutations with repetitions and constrained repetitions, Binomial Coefficients, Binomial Multinomial theorems, principles of Inclusion – Exclusion


Unit-III : Graph Theory: Representation of Graph, Spanning Trees, BFS, DFS, Kruskals
Algorithm, Binary trees, Planar Graphs Graph Theory and Applications, Basic Concepts,
Isomorphism and Sub graphs, Multi graphs and Euler circuits, Hamiltonian graphs, Chromatic Numbers


Unit-IV : Probability Theory: Random experiment- Conditional probability – independent
event .Bayes theorem-Random variable, Two Dimensional Random Variable, Joint probability density, cumulative distribution, marginal probability, conditional probability


Unit-V : Tests of hypothesis: parameter and statistic, sampling distribution, Estimation and testing of hypothesis, Errors in testing of hypothesis, one tailed and two tailed test, procedure for testing hypothesis


Reference Books:
1. Discrete Mathematical Structures with Applications to CS; Trembley, R.Manohar, TMH.
2. Discrete Mathematical for computer Scientists & Mathematicians, Molt, Kandel, Baker, PHI.
3. T.Veerarajan- Probability, Statistics and Random process (Third edition), TMH.
4. Sundarapandian- Prabability, Statistics and Queueing theory, PHI
5. PurnaChandriaBiswal – Probability and Statistics, PHI.
6. Elements of Discrete Mathematics, C.I.Liu, D P Mohanpatra, TMH.
7. Discrete Mathematical Structures, Kolman, Busby, Ross, 6th ed. PHI, 2009.

M.C.A Program Syllabus Directorate of Distance Education of Madurai Kamaraj University