MMMUT MET Syllabus 2020 Pdf | Check Exam Pattern @mmmut.ac.in
MMMUT MET Syllabus 2020 Pdf | Check Exam Pattern @mmmut.ac.in
| Organisation Name | Madan Mohan Malaviya University Of Technology (MMMUT) |
| Exam Name | Malaviya Entrance Test (MET) |
| Category | Entrance Exams |
| Sub Category | Engineering Entrance Exams, Management Entrance Exams, Science Entrance Exams |
| Purpose Of Exam | To provide admission into B.Tech. (First Year)/ B.Tech. (Second Year) Lateral Entry/ BBA/ MBA/ MCA/ M.Tech./ M.Sc./ Ph.D. Courses |
| Official Site | mmmut.ac.in |
MMMUT MET Entrance Exam Pattern 2020
B.Tech./ B.Tech.-II Lateral/ BBA/ MCA/ MBA/ M.Tech/ MSc Exam Pattern 2020
| Papers | Subjects | Duration |
|---|---|---|
| Paper 1: B.tech 1 st Year | Admission Test (Physics, Chemistry, and Mathematics) | 3 Hours |
| Paper 2: B.Tech 2 nd Year | Lateral Entry Admission Test (Aptitude Test) | 1 Hour 30 minutes |
| Paper 3: BBA | Aptitude Test | 1 Hour 30 minutes |
| Paper 4: MBA | Aptitude Test | 1 Hour 30 minutes |
| Paper 5: MCA | Aptitude Test | 2 Hours |
| Paper 6: M.Tech | Admission Test | 2 Hours |
| Paper 7: M.Sc | Admission Test (Maths, Physics, Chemistry) & B.tech -II Yr. (Lateral) Admission Test | 2 Hours |
Regular Ph.D. Exam Pattern 2020
| Paper | Subject Name | Duration |
|---|---|---|
| Paper 8: Ph.D. | Admission Test | 2 Hour |
MMMUT MET Entrance Exam Syllabus 2020
MMMUT MET Paper 1 Syllabus
Section A: Physics
- Motion in one dimension
- Laws of Motion
- Motion in two dimensions
- Mechanics of solids and fluids
- Heat and thermodynamics
- Wave
- Wave Optics
- Modern Physics
- Current Electricity
- Magnetic Effect of Current
- Magnetism in Matter
- Work, Power, and Energy
- Linear Momentum and collisions
- Rotation of a rigid body about a fixed axis
- Gravitation
- Electrostatics
- Measurement
- Oscillatory motion
- Electromagnetic induction
- Ray Optics and optical instruments
Section B: Chemistry
- Atomic Structure
- Chemical Bonding
- Acid-Base Concepts
- Electrochemistry
- Catalysis
- Colloids
- Colligative Properties of Solution
- Periodic Table
- Preparation and Properties
- Thermochemistry
- General Organic Chemistry
- Isomerism
- IUPAC
- Polymers
- Carbohydrates
- Solid State
- Petroleum
- Redox Reactions
- Chemical Equilibrium and Kinetics
Section C: Mathematics
- Dynamics
- Statics
- Trigonometry
- Coordinate Geometry
- Calculus
- Vectors
- Algebra
- Probability
MMMUT MET Paper 2 Syllabus
- Basic Electronics Engg
- Elements of computer science
- Elementary Biology
- Engineering Mechanics
- Engineering Graphics
- Basic Electrical Engg
- Basic Workshop Practice
- Physics/Chemistry/Maths of Diploma standard
MMMUT MET Paper 3 Syllabus
Linear Algebra
- Eigenvalues
- Eigenvectors
- Matrix Algebra
- Systems of linear equations
Calculus
- Maxima and minima
- multiple integrals
- Fourier series
- Vector identities
- Directional derivatives
- Line
- Surface and Volume integrals
- Stokes, Gauss and Green’s theorems
- Mean value theorems
- Theorems of integral calculus
- Evaluation of definite and improper integrals
- Partial Derivatives
Differential Equations
- Cauchy’s and Euler’s equations
- Initial and boundary value problems
- Linear partial differential equations
- First-order equation (linear and nonlinear)
- Higher-order linear differential equations with constant coefficients
- Method of variation of parameters
Complex Variables
- Taylor’s and Laurent’ series
- Residue theorem, solution integrals
- Analytic functions
- Cauchy’s integral theorem and integral formula
Probability and Statistics
- Median
- Mode & standard deviation
- Mean
- Random variables
- Discrete and continuous distributions
- PoissonNormal and Binomial distribution
- Correlation and regression analysis
- Sampling theorems
- Conditional probability
Fourier Series
- Euler’s formulae
- Functions having an arbitrary period
- Change of interval
- Even and odd functions
- Half range sine and cosine series
- Periodic functions
- Trigonometric series
- Fourier series of period
Transform Theory
- Laplace transform
- Fourier integral
- Fourier complex transform
- Fourier sine and cosine transforms and applications to simple heat transfer
equations - Z Transform and its application to solve differential equations.
- Laplace transform of derivatives and integrals
- Inverse Laplace transform
- Laplace transform of periodic functions
- Convolution theorem
- Application to solve simple linear and simultaneous differential equations
mmmut.ac.in Paper 4 Syllabus
Section-A (English Language)
- Synonyms
- Antonyms
- Relationship between words phrases
- Comprehension of passages
- Grammar
- Vocabulary
- Uncommon words
- Sentence completion
Section-B (Numerical Aptitude)
- Numerical calculation
- Arithmetic
- simple algebra
- geometry and trigonometry
- Interpretation of graphs
- charts and tables
Section-C (Thinking and Decision Making)
- unfamiliar relationships
- verbal reasoning
- Finding patterns trends
- Assessment of figures and diagrams
- Creative thinking
Section-D (General Awareness)
- Culture and science
- Industry
- Economy
- Sports
- Knowledge of current affairs
MMMUT MET Paper 5 Syllabus
Mathematics
Modern Algebra
- De morgan’s theorem
- Mapping
- Inverse relation
- Idempotent law
- Identities
- Complementary laws
- Equivalence relationPiano’s Axiom
- Definition of rational numbers
- Integers through equivalence relation
Algebra
- Surds
- A solution of simultaneous and quadratic equations
- Binomial theorem for any index
- The arithmetic-geometric and harmonic progression
- Logarithms
- Exponential and logarithmic series
- Determinants
Probability
- Definition
- Theorems of probability
- Dependent and independent events
- Numerical problems on addition and multiplication of probability
Trigonometry
- Properties of triangles
- Height and distance, inverse functions
- DeMoiver’s theorem
- Simple identities
- Trigonometric equations
- Use of mathematical tables, solution of triangles
Co-Ordinate Geometry
- Circle
- Parabolaellipse
- HYperbola and their properties
- Co-ordinate geometry of the straight lines
- Pair of straight lines
Calculus
- Differentiation of function of functions
- Integration of function (by parts, by substitution and by a partial fraction)
- Definite integral (application to volumes and surfaces of frustums of a sphere, cone, and cylinder)
- Tangents and normal
- Simple examples of maxima of minima
- Limits of function
Vectors
- Position vector
- Addition and subtraction of vectors
- Scalar and vector products and their applications
Dynamics
- Principles of conservation of momentum and energy,
- The direct impact of smooth bodies,
- pulleys
- Velocity
- Composition of velocity
- Relative velocity, acceleration
- Composition of acceleration
- The motion under gravity, projectiles
- Laws of motions
Statics
- Resultant of the set of coplanar forces and conditions of equilibrium
- Determination of Centroides in the simple case
- Problems involving friction
- Composition of co-planar
- Concurrent and parallel forces
- Moments and couples
Statistics
- Mean
- Median
- Mode
- Probability
- Dispersion
- Standard Deviation
Logical Ability
- Analytical
- Reasoning
MMMUT MET Paper 6 Syllabus
- Basic Electrical Engineering
- Basic Electronics Engineering
- Basic Computer Science
- Workshop practice
- General Engineering
- Aptitude consisting of Engineering
- MechanicsEngineering
- Graphics
- Basic Mechanical Engineering
- Physics/ Chemistry/ Mathematics of Degree standard
mmmut.ac.in Paper 7 Syllabus
- Mathematical Methods
- Mechanics
- Electricity & Magnetism
- Kinetic theory
- Thermodynamics
- Modern Physics
- Solid State Physics
- DevicesElectronics
- Atomic PhysicsLaser
- General Properties of Matter
- OscillationsWaves and Optics
MET MMMUT Paper 8 Ph.D. Syllabus
- Objective Type Questions in the relevant stream
MMMUT MET Previous Question Papers Pdf | Check Exam Pattern
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