लाइव डेटा थोड़ी देर के लिए अनुपलब्ध है — यह पृष्ठ इस परीक्षा के विवरण की नवीनतम प्रकाशित प्रति दिखा रहा है।
MCA EntranceAMU MCA Entrance
Aligarh Muslim University
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साइन इन आवश्यकAMU MCA Entrance के लिए अपनी पात्रता जाँचने हेतु साइन इन करें
व्यक्तिगत परिणाम और उसके स्पष्ट कारण पाने के लिए अपनी निजी छात्र प्रोफ़ाइल का उपयोग करें।
यह प्रारंभिक प्रोफ़ाइल मिलान है। आवेदन से पहले नवीनतम आधिकारिक सूचना में हर नियम की पुष्टि करें।
परीक्षा सारांश
अवलोकन
आयोजक संस्था
Aligarh Muslim University
आपको क्या मिलेगा
Admission to MCA at AMU
नवीनतम सामग्री चक्र
2026
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Plan with confidence
Complete exam guide
Eligibility, pattern, syllabus, dates and official resources in one structured view.
EligibilityPending verification
Planning reference — verify the current detailed notice
The alternate graduate route is conjunctive: mathematics credits, computer-science coursework, programming, 10+2 mathematics and the minimum aggregate must all be checked.
Age range
Not stated
Reference date
Not stated
Exam patternPending verification
Qualification pathway
Clear each applicable stage in order
Final selection or admission still depends on the published cutoff or merit list and any applicable counselling, document, medical, preference and vacancy rules.
Selection sequence
- 1
MCA Admission Test
RequiredLatest Official Update: The official AMU notices index recorded the MCA result notice on 28 June 2026.
- 2
Counselling and document verification
Required - 3
Fee payment and enrolment
Required
Paper and stage details
What each stage contains
MCA Admission Test
Admission TestQuestions
Not stated
Maximum marks
Not stated
Duration
Not stated
2026 section structure
| Question type | Per subject | Full marks | Negative marks | Partial marks |
|---|---|---|---|---|
| Mathematics and Statistics | + | None | No | |
| Physics | + | None | No | |
| Computer Science | + | None | No |
Counselling and document verification
AMU admission processQuestions
Not stated
Maximum marks
Not stated
Duration
Not stated
Fee payment and enrolment
University processQuestions
Not stated
Maximum marks
Not stated
Duration
Not stated
SyllabusPending verification
सभी 4 विषय और 29 अध्याय शामिल हैं — कुल 481 टॉपिक में से 420 यहाँ दिखाए गए हैं।कुछ भी हटाया नहीं गया है। हर विषय में उसकी पूरी टॉपिक सूची का लिंक मौजूद है।
Physics
Mechanics
- Concept of inertial and non-inertial frames of reference
- fictitious forces
- conservative and non-conservative forces
- Centre of mass for a system of particles
- motion of the centre of mass
- Expressions for kinetic energy, linear momentum and angular momentum for a system of particles in terms of centre of mass values
- Central forces and the law of conservation of angular momentum
Rotational Motion
- Transformation equations for a frame of reference rotating with respect to an inertial frame of reference
- Coriolis force
- Energy and moment of inertia and moment of inertia as a tensor
- principal axes
- angular momentum and kinetic energy of rotation with respect to principal axis
- moment of inertia for a spherical shell and solid sphere
- rolling bodies
- Central force, Kepler’s laws
Special Relativity
- Postulates of special theory of relativity
- Lorentz transformations
- velocity addition
- length contraction and time dilation
- variation of mass with velocity
- relativistic form of Newton’s second law
- equivalence of mass and energy
- relativistic transformations of momentum and energy
Electricity and Magnetism
- Gauss’s law
- Dielectrics
- polarization of dielectrics
- Poisson and Laplace’s equations in dielectric
- polarizability
- Clausius-Mossotti relation
- Capacitors
- Continuity equation
- transient currents
- growth and decay of d.c. in LCR circuits
- Thevenin’s theorem, superposition theorem and maximum power transfer theorem
- Alternating currents
- LCR circuit
- series resonance
- sharpness of resonance and Q-factor
- power in AC circuits
Optics
- Fermat’s principle and its applications
- Chromatic and spherical aberrations, removal
- Coma
- astigmatism
- curvature of the field
- distortion
- Interference of light waves, coherence
- Fresnel’s biprism
- Newton’s rings
- Michelson’s interferometer
- Polarization of light waves
- Production of polarized light
- Brewster’s law, Malus’ law
- Double refraction
- Quarter and half wave plates
- Analysis of polarized light
Fraunhofer diffraction
- Fraunhofer diffraction at two and N slits
- diffraction grating
- grating spectrum
- Rayleigh criterion of resolution
- resolving power of grating
Electronics
- BJT Amplifier
- α, β and their relation
- hybrid parameters
- Characteristics of their simple circuits
- load line
- Q-point and its change due to temperature variation
- BJT biasing: fixed biasing, self-bias, stability factor
- RC coupled amplifier, its frequency response characteristics
- Feedback in amplifiers
- advantages of negative feedback amplifier
- Positive feedback and Barkhausen criterion for oscillations
- circuit diagrams and working for RC phase-shift, Wein’s bridge oscillators
- RC differentiator and integrator
Mathematical Method
- Cauchy’s integral theorem
- Cauchy’s integral formula
- Taylor and Laurent series
- Cauchy’s residue theorem
- Gradient, divergence and curl
- Gauss’s theorem
- Green’s theorem
- Stoke’s theorem
Legendre function
- The polynomial solution of the Legendre equation
- the Legendre function of the second kind
- the generating function
- Rodrigues’ formula
- orthogonality relation
- Associated Legendre functions and its orthogonality property
- Laguerre functions
Modern Physics
- Black body radiation experiment and Planck’s hypothesis
- Photoelectric effect
- Compton effect
- Wave function and its simple properties
- Alpha-particle scattering experiment
- Rutherford’s model of atom; Bohr model, energy levels hydrogen spectrum
- Composition and size of nucleus, atomic masses
- Radioactivity – alpha, beta and gamma particles and their properties
- Mass-energy relation
- mass defect
- binding energy per nucleon and its variation with mass number
- nuclear fission
- nuclear reactor
- nuclear fusion
- Basic principle of a LASER
- Properties of laser beam
- Crystalline and amorphous structure
- Lattice, basis, primitive cell, unit cell
- Bravais Lattices
- common crystal structures
- Bragg’s law
Mathematics
Calculus
- Successive differentiation
- Derivatives of higher order
- nth derivative of well-known functions
- Leibnitz’s theorem (without proof)
- Expansion of functions
- Maclaurin’s theorem and Taylor’s theorem (without proof)
- Indeterminate forms
- Asymptotes of the algebraic curves
- parallel asymptotes
- Asymptotes parallel to x-axis and y-axis
- Curvature
- Angle between radius vector and tangent
- derivative of arc length in cartesian, parametric and polar form
- Calculation of curvature in cartesian, parametric and polar form
- Radius of curvature in the three forms
- Multiple points
- convexity and concavity of a curve
- points of inflexion
- Tracing of cartesian curves
- Idea of some well known polar curves
- Functions of two or more variables
- partial differential coefficients
- Homogeneous functions
- Euler’s theorem on homogeneous functions
- Gamma functions
- Length of curves for cartesian, parametric and polar equations
- Intrinsic equation from cartesian, parametric and polar equations
- Volume and Surfaces of solids of revolution of cartesian, parametric and polar curves
Geometry
- General Equations
- pair of straight line through origin
- lines joining the origin to the intersection of a curve and a line
- The conic section
- Equation to a conic section
- Intersection of a straight line and a conic
- Equation of a tangent to a conic
- Condition of tangency
- Pair of tangents from a point
- Chord of contact of a pair of tangents to a conic
- Pole and polar
- Conjugate points
- Conjugate lines
- The condition of conjugacy
- Chord with a given middle point
- Centre of a conic and diameter
- Equation of the conic when the origin is transferred to the centre
- Conjugate diameters
- Change of rectangular axes without change of origin
- Removal of xy-term
- Invariants
- Nature of conic
- Tracing of Parabola
- The asymptotes of hyperbola
- Conjugate hyperbola
- Asymptotes
- The length and position of axes
- Coordinate of foci
- Polar equation of a conic when focus is at the pole
- Directrices
- Tracing of the conic
- Equation of the Chord when the vectorial angles of the extremities are given
- Equation of the tangent at the point whose vectorial angle is α
- Normal, Polar
- Direction cosines of a line
Numerical Analysis
- Absolute, relative and percentage errors
- General error formula
- Error in series approximation
- Solution of algebraic and transcendental equations
- The bisection and Regulafalsi method
- Iteration methods namely, Newton-Raphson method
- Generalized Newton’s method
- Solution of system of linear equations using direct methods such as matrix inversion, Gauss elimination and LU decomposition including some iteration methods namely, Jacobi and Gauss-Siedel methods
- The algebraic eigen value problems using iterative and Householder methods
- Symbols of Δ,∇, E, E-1, D, µ and δ
- Newton-Gregory Forward and Backward difference formulae
- Gauss’s, Stirling’s and Bessel’s formulae
- Lagrange’s formula
- Divided Differences and their properties
- Newton’s general interpolation formula
- Inverse interpolation formula
- Interpolation with cubic splines
- Numerical Differentiation and Integration
- Numerical differentiation of tabular and non-tabular functions including error estimations
- Numerical integration using Gauss quadrature formulae
- Trapezoidal, Simpson’s 1/3- and 3/8-Rule
- Weddle’s Rule and Newton-Cotes Formula including error estimation
- Curve fitting and approximations
- Least squares curve fitting procedures
- Different types of approximations
- Least squares polynomial approximation
- Chebyshev polynomials and its application in various approximations
- Ordinary differential equations
- Euler’s and modified Euler’s methods
- Picard’s method
- Taylor series method
- Runge-Kutta methods of 2nd and 4th order
- Multi-step methods
- Milne-Simpson method
Differential Equations
- Exact differential equations
- Integrating factors
- Total differential equations
- Differential equations of first order but not of first degree
- Equations solvable for p, y and x
- Clairaut’s equations
- Linear differential equations of order n
- Homogeneous and non-homogeneous differential equations of order n with constant coefficients
- Complementary functions
- Different forms of particular integrals
- Linear differential equations with non-constant coefficients
- Reduction of order method
- The Cauchy-Euler’s equation of order n
- The Legendre’s linear equation
- Methods of undetermined coefficients and variation of parameters
- Series solution of differential equations
- Frobenius method
- Different cases
- Bessel, Legendre and hypergeometric differential equations and their solutions
- Simultaneous total different equations
- Equations of the form dx/P=dy/Q=dz/R
- Methods of grouping and multipliers
- Solution of a system of linear differential equation with constant coefficients
- An equivalent triangular system
- Degenerate case
- Laplace transforms
- Linearity of Laplace transforms
- First shifting property
- Table of Laplace transforms
- Inverse Laplace transforms
- Laplace transform of derivative and integrals
- Unit step function and its Laplace transform
- Second shifting property
- Unit impulsive function and its Laplace transform
Advanced Calculus
- Functions of several variables
- Contour lines
- Level curves and level surfaces
- Limits and continuity for functions of two and more variables
- Partial derivatives
- Partial derivatives and continuity
- Differentiability
- The chain rule for functions of two and three variables
- Directional derivatives
- Gradient vectors
- Tangent planes
- Linearization and differentials
- Extreme values and saddle points
- Local and absolute maxima / minima
- The method of Lagrange multipliers (with one constraint only)
- Taylor’s series for function of two variables
- Partial derivatives with constrained variables
- Double integral over a rectangle region
- Double integral as volume
- Double integral over non rectangular regions
- Fubini’s Theorem
- Area of a region in a plane
- Transformation of double integral from Cartesian to polar co-ordinates and vice-versa
- Spherical and cylindrical co-ordinates
- Triple integral in Cartesian, Cylindrical and spherical co-ordinates
- Line integral
- Gradient field
- Green’s Theorem in a plane
- Evaluation of line integral using Green’s Theorem
- Surface Area
- Surface integral
- Strokes Theorem
Algebra
- Binary operations
- definitions of Group, Ring and Field with examples
- vector spaces
- subspaces
- span of a set
- sum of subspaces
- linear dependence and independence
- dimension and basis
- coordinates of a vector relative to the ordered basis
- dimension theorem
- Linear transformation and its properties
- range and kernel of a linear transformation
- rank and nullity of linear transformation
- rank-nullity theorem
- inverse of linear transformation
- The vector space L(U,V) and its dimension
- composition of linear transformations
- matrix associated with a linear transformation
- linear transformation associated with a matrix
- matrix as a linear transformation and its rank and nullity
- Elementary row operations and row- reduced echelon form
- inverse of a matrix through elementary row operation
- solution of a system of linear equations
- eigen-values, eigen-vectors
इस विषय के 248 टॉपिक में से 187 दिखाए गए हैं।सभी 248 टॉपिक देखें →
Statistics
Descriptive Statistics
- Measures of central tendency
- Dispersion
- Skewnes and Kurtosis
- Scatter diagram
- Correlation coefficient
- Rank correlation
- Spearman’s and Kendall’s measures
- Multiple correlations in three variables
- Partial correlation in three variables
- Regression lines
- Regression coefficient and Principal of least squares and curve fitting
Probability Theory
- Definition of probability
- Discrete and Continuous sample space
- Events
- Independent and Mutually Exclusive Events
- Random Experiment
- Conditional Probability
- Baye’s theorem and its application
- Random Variables
- mathematical expectation
- Chesbyshev’s inequality
Probability Distributions
- Uniform
- Binomial
- Poisson
- Geometric
- Hyper-geometric
- Normal Exponential Gamma and Beta Distribution, their means, variances and other properties
Sampling Theory
- Concept of population and sampling
- Census and sample survey
- random sample
- sample size
- Non-sampling errors
- Concept of bias and standard error of an estimate
- sampling distributions
- Tests of significance based on t, chi-square and F tests
Statistical Inference
- Requirements of a good estimator
- Methods of estimation (MLE and method of moments)
- Interval Estimation
- Testing of hypothesis
- simple and composite hypothesis
- Errors of first and second type and critical region
Design of Experiments and LPP
- ANOVA for one way and two way classifications
- Principles of Design of Experiments
- CRD, RBD and LSD
- General LPP
- Graphical and Simplex Method of Solving LPP
Computer Science
FUNDAMENETALS & Information Technology and Information Systems
- Recent IT tools and technologies
- SDLC
- ERD and System Design Principals
COMPUTER ARCHITECTURE
- Number System
- Integer and Floating Point representations
- Addition and subtraction of signed and unsigned numbers
- Multiplication and division of signed and unsigned numbers
- CISC and RISC characteristics
- Cache memory – Organization and Structure
- Cache mapping algorithms
- Cache replacement policies
- Input / Output techniques
PROGRAMMING CONCEPT
- C, C++, Java
- arithmetic, logical bitwise and conditional operators
- Data
- Expressions
- Statements
- Control Flow
- iteration
- Functions
- Lists
- Tuples
- Dictionaries
- Files
- Modules
- Packages
- Object oriented programming concepts
DATA STRUCTURES AND ALGORITHMS
- Arrays
- stacks
- queues
- linked lists
- trees
- binary search trees
- binary heaps
- graphs
- searching
- sorting
- time and space complexity
- algorithm design techniques: greedy, dynamic programming and divide-and-conquer
- linear search
- binary search
OPERATING SYSTEM
- Operating System and its function
- Instruction Execution
- Interrupts
- Memory Management
- Scheduling
- Case study of Linux / Unix OS
DATABASE MANAGEMENT SYSTEM
- Database Systems Concepts & Architecture
- Data Models, Schemas & Instances
- DBMS Architecture & Data Independence
- Database Languages & Interfaces
- Data modeling using the Entity-Relationship Approach
- Relational Database Design: Function Dependencies & Normalization for Relational Databases
- Functional Dependencies
- Normal forms based on primary keys (INF, 2NF, 3NF & BCNF)
- Loss less join & Dependency preserving decomposition
- SQL
- PL-SQL
- Database Security
DATA COMMUNICATION AND COMPUTER NETWORKS
- Fundamentals of Data Communication and Networks
- Network models : OSI Model
- Peer-to-peer processes
- Interfaces
- Layers in OSI model
- TCP / IP model-Architecture
- Layers in TCP / IP model
- Similarities
- Addressing: Physical, logical and port addressing
- Signals: Analog and digital signals
- Digital-to-Digital conversion: Line coding schemes
- Analog-to-Digital conversion: Modulation and demodulation
- Multiplexing
- Wired Media : Magnetic media, Twisted wire-pair, Co-axial Cable, Fiber optics
- Wireless media: Infrared, Radio and Microwave Transmission
- Satellite Communication: Orbits, Footprints, GEO, MEO and LEO
- Error detection and correction
- LAN technologies
- Network Security, Information Security and Web Security
इस विषय के सभी 78 टॉपिक दिखाए गए हैं।कम टॉपिक दिखाएँ
Important datesPending verification
2026 cycle
Latest confirmed cycle has concluded
Latest Official Update: The official AMU notices index recorded the MCA result notice on 28 June 2026.
Next examination date has not yet been published in StudyBddy's verified official record. The date above is historical—not an upcoming deadline.
Next examination date has not yet been published in StudyBddy's verified official record.
Full published timeline5 completed · 1 awaiting dates⌄
Latest Official Update
CompletedThe official AMU notices index recorded the MCA result notice on 28 June 2026.
Exam Date
Completed2026-06-03
Late Fee Deadline
Completed2026-04-12
Application Deadline
Completed2026-04-05
Application Start Date
Completed2026-02-01
Next Exam Date
Awaiting official dateTo be announced by Aligarh Muslim University.
Job profile & salaryPending verification
| Course | Department | Duration | Intake |
|---|---|---|---|
| Master of Computer Science and Applications (MCA) | AMU, Aligarh | 4 semesters | 60 regular + 6 self-finance seats |
CutoffsPending verification
No verified 2026 universal closing score or rank was present in the reviewed official guide, syllabus or notice index. No third-party estimate has been inserted.
Previous-year papersPending verification
Books & study sourcesNot loaded
Official & trusted free resourcesPending verification
| Name | Purpose | Url |
|---|---|---|
| AMU admissions portal | Official admission notices | Open ↗ |
| Guide to Admissions 2026-27 | Eligibility, intake, pattern and schedule | Open ↗ |
| MCA syllabus | Official detailed syllabus | Open ↗ |
| Online application portal | AMU admission application | Open ↗ |
| Official notices | Results and admission updates | Open ↗ |
| Results and answer keys | Official result and answer-key notices | Open ↗ |
How to applyPending verification
- 1Read the current AMU Guide to Admissions and check the complete degree, credit, mathematics, programming and age conditions.
- 2Register on AMU's official online application portal and complete the personal and academic profile.
- 3Select MCA, upload the required image and documents and pay the prescribed fee.
- 4Download the admit card and take the Mathematics and Statistics, Physics and Computer Science admission test at Aligarh.
- 5Monitor the official result and admission notices.
- 6If selected, present proof of the qualifying degree, required credits and subjects and complete verification, fee payment and enrolment.
FAQsPending verification
Can a B.Com. or B.A. graduate apply for AMU MCA?
Potentially yes, but only if all official conditions are met: at least 16 mathematics credits in the degree, two Computer Science courses including programming, Mathematics at 10+2 and at least 55% aggregate or equivalent grade.
What is the official course name?
The 2026 guide names it Master of Computer Science and Applications (MCA), a four-semester programme.
Where is the MCA admission test held?
The official 2026 guide lists Aligarh as the test centre.
Final eligibility and dates are always subject to the latest official notification. Content marked “Pending verification” is not presented as verified advice.