MCA Entrance Exam Syllabus 2018 for NIT/JNU/UPTU/AMU  Detailed MCA Syllabus
MCA Entrance Exam Syllabus
MCA Entrance Exam Syllabus 2018: Students
who have applied for MCA Entrance Exam can start their study through latest
updated MCA Entrance Exam Syllabus which is given here. By preparing from
Detailed MCA Syllabus for NIT/ JNU/ UPTU/ AMU candidates can gain the highest
score.
Master’s in Computer Applications
(MCA) is a professional Master’s degree in computer science. To get admitted in
MCA Course, candidates will have to qualify entrance exam conducted by various
Universities/ Institutes/ Colleges on an all India level.
Those candidates who want to get
admission in MCA Courses and going to appear in MCA Entrance Exam need to
prepare well from Detailed MCA Entrance Exam Syllabus which is indicated below.
To get more details about MCA Exam Syllabus, have a glance on below of page
equipped by team of www.privatejobshub.in
MCA Entrance Exam Syllabus
JNU MCA Entrance Exam Syllabus:
The questions in the JNU MCA
Entrance Exam for admission to the MCA programme may cover from the following
areas which are given below. So, have a look on Syllabus of MCA Entrance Exam.
The topics includes in JNU Entrance Exam Syllabus for MCA are as follows.
 Trigonometry
 Modern Algebra and Matrix Theory
 Theory of Equation
 Calculus and Analytical Geometry
 Real Analysis
 Differential Equations
 Statistics & Probability
 Elementary Numerical Analysis
 Logical Ability
 Fundamentals of Computer
 Elements of Data Structures
 Computer Organisation
 C Language
MCA NIT Entrance Exam Syllabus:
From here you can get complete
NIT MCA Entrance Exam Syllabus which is given below subject wise.
Mathematics: (40 questions)
Set Theory: Concepts of
sets – Union – Intersection – Cardinality – Elementary counting, permutations
and combinations
Probability and Statistics:
 Basic concepts of probability theory
 Averages
 Dependent and independent events
 Frequency distributions
 Measures of central tendencies and dispersions
Algebra:
 Fundamental operations in Algebra
 Expansions
 Factorization
 Simultaneous linear/quadratic equations
 Indices
 Logarithms arithmetic, geometric and harmonic progressions, determinants and matrices.
Coordinate Geometry:
 Rectangular Cartesian coordinates
 Distance formulae
 Equations of a line
 Intersection of lines
 Pair of straight lines
 Equations of a circle
 Parabola
 Ellipse
 Hyperbola
Calculus:
 Limit of functions
 Continuous functions
 Differentiation of functions
 Tangents and normals
 Simple examples of maxima and minima
 Integration of function by parts, by substitution and by partial fraction; Definite integrals, Applications of Definite Integrals to areas.
Vectors:
 Position vector
 Addition and subtraction of vectors
 Scalar and vector products and their applications to simple geometrical problems and mechanics.
Trigonometry:
 Simple identities
 Trigonometric equations
 Properties of triangles
 Solution of triangles
 Heights and distances
 General solutions of trigonometric equations
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Analytical Ability and Logical Reasoning: (50 Questions)
In Analytical Ability and Logical
Reasoning section, all the questions will cover from logical reasoning and
quantitative aptitude. Some of the questions will be on comprehension of a
logical situation and questions based on the facts given in the passage.
Computer Awareness: (15 questions)
Computer Basics: Organization
of a Computer, Central Processing Unit (CPU), Structure of instructions in CPU,
input / output devices, computer memory, backup devices.
Data Representation: Representation
of characters, integers and fractions, binary and hexadecimal representations,
Binary Arithmetic: Addition, subtraction, multiplication, division, simple
arithmetic and two’s complement arithmetic, floating point representation of
numbers, Boolean algebra, truth tables, Venn diagrams.
General English: (15
questions)
Questions in this section will be
designed to test the candidates’ general understanding of the English language.
There will be questions on the following topics.
Comprehension, Vocabulary, Basic
English Grammar (like usage of correct forms of verbs, prepositions and
articles), Word power, Synonyms and Antonyms, Meanings of words and phrases,
Technical writing.
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MCA UPTU Entrance Exam Syllabus:
Mathematics:
Modern Algebra:
 Idempotent law
 Identities
 complementary laws
 Demorgan’s theorem
 mapping, inverse relation
 equivalence relation
 Piano’s Axiom
 Definition of rational numbers and integers through equivalence relation
Algebra:
 Surds
 Solution Of Simultaneous And Quadratic Equations,
 Arithmetic
 Geometric And Harmonic Progression
 Binomial Theorem For Any Index
 Logarithms
 Exponential And Logarithmic Series
 Determinants
Probability:
 Definition
 dependent and independent events
 numerical problems on addition and multiplication of probability
 theorems of probability
Trigonometry:
 Simple identities
 Trigonometric equations
 Properties of triangles
 Use of mathematical tables
 Solution of triangles
 Height and distance
 Inverse functions
 DeMoiver’s theorem
CoOrdinate Geometry:
 Coordinate geometry of the straight lines
 Pair of straight lines
 Circle
 Parabola, ellipse and hyperbola and their properties
Calculus:
 Differentiation of function of functions
 Tangents and normal
 Simple examples of maxima of minima
 Limits of function
 Integration of function (by parts by substitution and by partial fraction)
 Definite integral (application to volumes and surfaces of frustums of sphere, cone and cylinder)
Vectors:
 Position vector
 Addition and subtraction of vectors
 Scalar and vector products and their applications
Dynamics:
 Velocity
 Composition of velocity
 Relative velocity
 Acceleration
 Composition of acceleration
 Motion under gravity
 Projectiles
 Laws of motions
 Principles of conservation of momentum and energy
 Direct impact of smooth bodies
 Pulleys
Statics:
 Composition of coplanar
 Concurrent and parallel forces
 Moments and couples
 Resultant of set of coplanar forces and conditions of equilibrium
 Determination of Centroides in simple case
 Problems involving friction
Statistics
Theory of probability, Mean,
Median, Mode, Dispersion and Standard Deviation.
Logical Ability
Questions to test analytical and
reasoning capability of candidates
Aligarh Muslim University MCA Entrance Exam Syllabus
AMU MCA Entrance Exam Syllabus:
Mathematics & Statistics:
Calculus, geometry of two and
three dimensions and complex trigonometry, determinants, & matrices,
numerical analysis & differential equations, probability and probability
distribution, statistical methods.
Physics:
Mechanics, electricity and magnetism,
elementary electronics
Computer Science:
Fundamentals of computers and
problem solving, business data processing, data structure & structured
programming, system programming & operating system.
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MCA Entrance syllabus of Delhi University:
Mathematics:
Mathematics at the level of B.
Sc. program of the University of Delhi
Computer Science:
Introduction to Computer
organization including data representation, Boolean circuits and their
simplification, basics of combinational circuits; C  programming: Data types
including user defined data types, constants and variables, operators and
expressions, control structures, modularity: use of functions, scope,
arrays.
Logical ability & English Comprehension:
 Problemsolving using basic concepts of arithmetic, algebra, geometry and data analysis. Correct usage of English Language and Reading comprehension.
 MCA Entrance syllabus of Pune University:
 The entrance examination consists of multiple choice (objective type) questions (100 marks), and covers the areas of Mathematics, general aptitude and English language.
 Mathematics Syllabus:
 Set theory: Set operations, relations, functions.
 Propositional logic: Formulation, deduction, evaluation, puzzles.
 Linear Algebra: Solution of a system of linear equations. Determinant and inverse of a matrix, basic properties of matrices.
 Coordinate Geometry and Conic Sections: Equations of lines and planes, vector products; definitions and properties of conic sections.
 Trigonometry: Identities, computation of heights and lengths.
 Differential Calculus: Total and partial differentiation, limit of a function.
 Integral Calculus: Definite and indefinite integrals, solution of differential equations, computation of areas and volumes.
 Series and sequences: sum, mean, convergence, limit.
 Real and complex numbers: surds, solution of equations on complex domain.
 Polynomials: solution of quadratic equations, properties of roots of polynomials with real coefficients, binomial expansion, Taylor series.
 Permutations and Combinations.
 Elementary Probability Theory: Computing probability from combinatorial reasoning, conditional probability.
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