MCA Entrance Exam Coaching in Chandigarh
MCA Entrance Exam Coaching in Chandigarh – ChandigarhAcademy is the best Coaching Academy for MCA Entrance Exams. 100% study materials + Best Faculty
Contact Us for MCA Coaching
Name – Chandigarh Academy
Address – SCO-54-55, 3rd floor, Sector-34-A, Chandigarh, India
Phone Number – 9915109266
Introduction
MCA is the Master of Computer Applications. MCA Entrance Exams are based on an All India basis and on Institute & College. MCA is a 3-Year (6 – semesters) Master’s in Computer science and Admission to this course is generally done through various MCA entrance tests. All universities have their own eligibility for MCA Entrance. But the basic conditions for MCA entrance exam are mentioned below.
Many reputative universities offer admissions for MCA degree by conducting MCA Entrance exam under different patterns, generally of objective type questions ranging from set of 75 questions to 250 questions from subjects including-
- Numerical ability (Math’s of +1,+2 level and little bit of graduation topics)
- Reasoning
- Quantitative ability (known as commercial Math’s includes topics from 9th & 10th, some commerce based simple topics)
- Computer Awareness (simple questions based on hardware, software, programming languages, database and other topics of graduation level syllabus)
- English(simple English grammar viz. comprehension, synonyms, antonyms, cloze test, jumbled words)
When MCA Entrance Exam conducted:
Every year in the month of Feb, April, May, June, maximum university conduct MCA Entrance test in the form of objective test for the merit list of admissions in MCA. Some universities select students on the basis of ranks in entrance test alone & some universities combined checks the rank in entrance, as well as aggregate marks in the qualifying degree generally graduation, 99% universities, have negative marking scheme i.e. for every wrong question (-1/4th or-1/3rd marks will be deducted).
Eligibility for MCA Entrance Exam:
For admission in MCA aspirant has to appear in MCA Entrance exam and must have good rank in the exam along with fulfilling of other eligibility. Some universities have eligibility criteria like minimum marks(50% or 60%) in the graduation level degree and math’s as a subject in +2 level. aspirant has to fill the forms for the entrance test of the desired university in which one wants to take admission. Our website will give you the informations about when and where to fill the form. Aspirants can personally visit our institute to get free counseling or any query about MCA Entrance exam.
Note:
Some of other institutions require from the candidates a minimum average of 60% at graduation (50% for SC/ST candidates) in subjects other than languages. All the questions are of (O.B.Q) objective Questions. The candidate has to choose the option which in his opinion is right / true to obtain marks.
Common Syllabus for MCA Entrance Exam
| Subjects | Numbers of Questions |
| Mathematics (10+2) Level | 10 Questions |
| Computer Awareness | 40 Questions |
| Logical Reasoning and Analytical Ability | 40 Questions |
| General Awareness | 20 Questions |
| Total | 200 Questions |
But usually all colleges and universities have their own syllabus for MCA Entrance Exam
MCA Entrance Exam Syllabus
Part 1
Mathematics
Matrices & Determinants
Matrix operation, Adjoint and inverse of a matrix, Rank of a Matrix; Cayley Hamilton Theorem, Eigen Values, Eigen Vectors, Latent Vectors, Linear System of equations, properties of determinants, Cramer’s rule.
Differential Calculus
Continuity and Limits, Total and Partial Differentiation,Properties of continuous Functions, Rolle’s Theorem, L.M.V. Theorem, Cauchy’s generalized mean value theorem,Taylor’s and Maclaurin’s Series, Maxima and Minima,Indeterminate form, L. Hospital’s rule, Curvature,Asymptotes, Tangent & normal, Tracing of curves,Successive Differentiation, Functions of two or more variables, Applications of derivatives such as tangent and normal, rate as a measure, increasing and decreasing functions etc.
Integral Calculus
Definite and Indefinite Integral, Evaluvation of Length, Area and Volume of Curves, Multiple Integration, Change of order, Change of Variables, Application to find Area, Volume.
Differential Equations
Differential equations of first order and their solutions, Linear differential equations with constant coefficients, Homogenous Linear Differential Equations, Orthogonal Trajectories, Introduction to Differential Equations of Second order, Complimentary Function, Particular Integrals.
Real Analysis
Real Number system, concept of neighbourhood and limit points, order completeness property, Archemedian Property, Sequence, Sequences of real Numbers, Bounded sequences, Covergent sequences, Cauchy Sequences, Monotonic sequences, Infinite series of positive terms and their different tests of convergence, Alternating series, Leibnitz’s test, Absolute convergence. Conditional Convergence.
Algebra
Sets, Relations, functions, Simultaneous linear equations,Quardratic Equations, Indices, Logarithms, A.P., G.P., H.P.,Inequalities, Surds, Binomial Theorem, Complex numbers, Demoivere’s Theorem, Roots of unity, Roots of a complex number,geometry of complex numbers.
Theory of Equations
Polynomials and their characteristics, Roots of an equation, Relation between Roots and coefficients, Transformation of equations.
Trigonometry
Trigonometric Functions, Trigonometric Identities,Trigonometric Equations, Properties of triangles, Solution of triangles, Properties of Triangle, Height and distance; Inverse trigonometric function, Applications of trigonometry in coordinate geometry.
Co-ordinate Geometry (2D)
Slope of a line, Different forms of a straight line, Family of lines, Pair of straight lines, Translation of Axes, Circles, Family of circles, coaxial system of circles, Parabola, Ellipse, Hyperbola, Equation of Tangent, Pair of tangents from a point, Chord of contact, Equation of chord in terms of middle point, Pole and polar of a conic, Diameter of a conic, Conjugate Diameter, Classification of curves of second degree.
Co-ordinate Geometry (3D)
Straight Line, Plane, Sphere, Right Circular Cylinder, Cone.
Abstract Algebra
Groups, Permutation groups, Subgroups, Lagrange’s theorem, Order of an element of a group, Normal subgroups, Quotient Groups, Homomorphism, Isomorphism, Automorphism, Endomorphism, Rings, Field, Vector spaces, Linear Dependence and Linear Independence of vectors, Basis, Dimension,Linear Transformation, Quardratic Forms, Diagonalisation of matrices.
Numerical Techniques
Interpolation, Extrapolation, Simpson’s 1/3rd rule, Trapezoidal rule, Numerical differentiation, Numerical Integration, Use of Iterative Methods (Bisection Method, Newton- Raphson method, Gauss Method, Gauss-Jacobi Method etc.) to solve system of equations, Convergence of various iterative methods, Rate of Convergence etc.
Statistics
Classifications of Data and Frequency distribution, Calculation of measures of Central tendency and measures of dispersion, Skewness & Kurtosis, Correlation & Regression, Index numbers, Time Series Analysis
Probability
Permutation & combination, Probability, Random Variables & distribution functions, Mathematical Expectations & generating functions, Binomial, Poisson, Geometric, Exponential & Normal Distributions, Sampling & large sample tests, Tests of significance based on t, Chi-square and F distributions.
Part 2
General Aptitude and Logical Ability
General Aptitude and Logical Ability
It includes questions on Logical deduction, Vocabulary, Simple arithmetic,interpretation of Data, Problem and Puzzle solving, Flow charts and Algorithms.
This test is mainly designed to test the grasping and logical ability of the candidate.
Part – 3
Elementary English Awareness
Elementary English Awareness
This test is aimed to check the basic level understanding of candidate in English language. It includes reading comprehension,simple Synonyms,Antonyms, Idioms, Phrases etc.
Part – 4
Computer Awareness
Computer Basics
Organization of a computer, Central Processing Unit (CPU), Structure of instructions in CPU, input / output devices,computer Memory, memory organization, back-up devices.
Computer Mathematics
Mathematical Logic
Venn Diagrams in logic, Logical operators, Negations, Logical Equivalence and Tautology, Flow Chart and Algorithms.
Data Representation
Representation of characters, integers, and fractions, binary and Hexadecimal representations.
Binary Arithmetic
Addition, subtraction, division, multiplication, single arithmetic and two complement arithmetic, floating point representation of numbers, normalized floating point representation, Boolean algebra, Truth tables, Venn diagrams.
Computer Architecture
Block Structure of computers, communication between processor and I / O devices, Interrupts.
Contact Us for MCA Coaching
Name – Chandigarh Academy
Address – SCO-54-55, 3rd floor, Sector-34-A, Chandigarh, India
Phone Number – 9915109266