Aligarh Muslim University Entrance Exam (M. Tech)  XEF Polymer Science and Engineering Exam Pattern
Exam Pattern
Aligarh Muslim University M.Tech Entrance Exam Take GATE Exam pattern for all branches that have 3 hours duration.

The question paper will consist of both multiple choice questions (MCQ) and numerical answer type (NAT) questions.

In all the papers, there will be a total of 65 questions carrying 100 marks, out of which 10 questions carrying a total of 15 marks will be on General Aptitude (GA).

In the papers bearing the codes XEF Polymer Science and Engineering the General Aptitude section will carry 15% of the total marks and the remaining 85% of the total marks is devoted to the subject of the paper.
GATE would contain questions of two different types in various papers:
(i) Multiple Choice Questions (MCQ) carrying 1 or 2 marks each in all papers and sections. These questions are objective in nature, and each will have a choice of four answers, out of which the candidate has to mark the correct answer(s).
(ii) Numerical Answer Questions of 1 or 2 marks each in all papers and sections. For these questions the answer is a real number, to be entered by the candidate using the virtual keypad. No choices will be shown for this type of questions. The answer can be a number such as 10 (an integer only).
General Aptitude (GA) Questions
In all papers, GA questions carry a total of 15 marks. The GA section includes 5 questions carrying 1mark each (subtotal 5 marks) and 5 questions carrying 2marks each (subtotal 10 marks).
A candidate appearing in the XE paper has to answer the following
1. Section A – Engineering Mathematics
2. GA – General Aptitude
3. Any two of XE sections B to H
XE paper
The choice of two sections from A to G can be made during the examination after viewing the questions. Only two optional sections can be answered at a time. A candidate wishing to change midway of the examination to another optional section must first choose to deselect one of the previously chosen optional sections (A to G).
SubjectEngineering 
SECTIONS 
Fluid Mechanics 
A 
Materials Science 
B 
Solid Mechanics 
C 
Thermodynamics 
D 
Polymer Science and Engineering 
E 
Food Technology 
F 
Atmospheric and Oceanic Sciences 
G 
XE Paper
In XE paper, Engineering Mathematics section (Section A) is compulsory. This section contains 11 questions carrying a total of 15 marks: 7 questions carrying 1mark each (subtotal 7 marks), and 4 questions carrying 2marks each (subtotal 8 marks). Some questions may be of numerical answer type questions. Each of the other sections of the XE paper (Sections B through H) contains 22 questions carrying a total of 35 marks: 9 questions carrying 1mark each (subtotal 9 marks) and 13 questions carrying 2marks each (subtotal 26 marks). Some questions may be of numerical answer type.
Paper  General Aptitude (GA) Questions  Subject Marks  Total Marks  Total Time 
XEF Polymer Science and Engineering  15  15+2*35  100  3 hours 
Test duration 3 hours
Total Marks 15+15+2*35= 100
Total Question 65
Marking System – For 1mark multiplechoice questions, 1/3 mark will be deducted for a wrong answer. Likewise, for 2mark multiplechoice questions, 2/3 mark will be deducted for a wrong answer. There is NO negative marking for numerical answer type questions.
Syllabus Summary
No. Of Subject  17 

No. Of Unit  20 
No. Of Chapter  178 
 Limit, continuity and partial derivatives
 Directional derivative
 Total derivative
 Tangent Plane and Normal Line
 Maxima, minima and saddle points
 Method of Lagrange Multipliers
 Double and Triple Integrals
 Limit, Continuity and Differentiability
 Mean value theorems
 Indeterminate forms and L'Hospital's rule
 Maxima and minima
 Taylor's theorem
 Fundamental theorem
 Mean ValueTheorems
 Evaluation of definite and improper integrals
 Convergence of Sequence and Series
 Tests for Convergence
 Power series
 Taylor's series
 Fourier Series
 Half range Sine and Cosine Series
 Commodity and General Purpose Thermoplastics
 Engineering Plastics
 Fluoropolymers Thermosetting polymers
 Natural and Synthetic Rubbers
 Axioms of Probability
 Conditional Probability
 Bayes' Theorem
 Discrete and continuous random Variables
 Binomial, Poisson and normal Distributions
 Correlation and Linear Regression
 Polymer CompoundingNeed and Significance
 Different Compounding Ingredients
 CrossLinking and Vulcanization
 Vulcanization Kinetics
 First Order equations
 Higher Order linear differential equations
 Second Order linear differential equations
 CauchyEuler equation
 Legendre Polynomials
 Bessel Functions
 Algebra of matrices
 Inverse and rank of a matrix
 System of linear equations
 Determinants
 Eigenvalues and Eigenvectors
 Diagonalisation of Matrices
 CayleyHamilton Theorem
 Flow of Newtonian and NonNewtonian Fluids
 Measurements of Rheological Parameters
 Visco ElasticityCreep
 Rubber Curing in Parallel Plate Viscometer
 Compression Molding, Transfer Molding
 Rotational Molding, Thermoforming
 Rubber Processing in TwoRoll Mill
 Method of separation of Variable
 Laplace equation
 Solutions of one dimensional heat and wave Equations
 Difference Between Blends and Composites
 Blend MiscibilityMiscible and Immiscible Blends
 Thermodynamics
 RubberPlastic and RubberRubber Blends
 Long and Short Fibre Reinforced Composites
 Solubility and Swelling
 Concept of Average Molecular Weight
 ZAverage Molecular Weights
 Polymer Crystallinity
 Analysis of Polymers
 Numerical computation
 Numerical Estimation
 Numerical Reasoning
 Data Interpretation
 English grammar
 Sentence Completion
 Verbal Analogies
 Word Groups
 Instructions
 Critical Reasoning
 Verbal Deduction
 Gradient
 Divergence and Curl
 Line and surface integrals
 Green's theorem
 Stokes theorem and Gauss divergence theorem
 MechanicalStatic and Dynamic Tensile
 ConductivityThermal and Electrical
 Surface Resistivity, Volume Resistivity
 Environmental Stress Cracking Resistance
 Degree of Polymerizations
 Classification of Polymers
 Polymerization Methods
 Azeotropic Copolymerization
 Techniques for Copolymerization
 Gauss Elimination and GaussSeidel Methods
 Lagrange and Newton's interpolations
 NewtonRaphson method
 Trapezoidal rule
 Simpson's rule and Gaussian Quadrature Rule
 Euler's method
 4th order RungeKutta method
 Analytic Functions
 CauchyRiemann Equations
 Line Integral
 Cauchy's Integral Theorem
 Taylor's series and Laurent Series
 Residue theorem
How to prepare
Preparation Strategy
Make a proper Time Table
It is very important that you make a time table and stick to it and you will have an exact idea of what you are required to study and the time required for it.
Concept clarity rather than rote learning
It is essential that you have a clear idea of the formulas and concepts rather than rote learning of things for the papers. While you might require it for memorizing formulas it is important that for other stuff you make sure you clear your basis and concepts before moving on.
Prepare Notes
It is very important make small notes or a comprehensive list of formulas on each covered topic and chapter which will come in handy at the time of revision. This will require you to be regular with your work but will surely make things easy at the time of revision.
Revision of Class XI and XII concepts
Make sure that you revise your concepts from the syllabus of these classes before starting anything new as most of the engineering exams will be for admission to undergraduate courses and so the syllabi from class XI and XII becomes the testing ground to check students.
Seek guidance
It is not possible for you to know everything in your syllabus, at least not at the time of preparation. Sooner or later you will run into a concept or so which will give you trouble and then it is best you seek guidance from an instructor or a teacher. It is necessary that you clear your doubts at regular intervals and don’t prolong things for long. Getting into a good coaching class is nothing to be ashamed off and if anything a regular coaching class will enable you to avoid roadblocks in your preparation.
Sample Papers
Even though there may be a complete change in the exam pattern or the expected questions altogether,it is important that you practice on the sample and previous years question papers available for the engineering exam you’d be attempting. You will know the existing pattern and have a fair idea of the type of questions to expect in the paper along with the time constraint.
Mock tests
The paper pattern, duration of the paper and the number of questions to be attempted in the given amount of time is not something you will be able to pick up on the day of the examination. A Mock Test tests a student’s abilities as it not only provides a similar feel of real exams but also helps in building speed and confident to face the exam. Furthermore, they can improve their performance to get an extra edge in actual exams. Try to build up an Engineering Entrance Exam Test Prep MCQ Question Bank
Time management
Time management can be learned through thorough practice and regular test taking. So it is important that you practice it and practice it well.
Negative marking
Most the entrance examinations will have negative marking and everyone would suggest you stay clear of questions are not sure about. But some experts are of the opinion that you answer the questions in which you are confused between an option or two because there will also be a chance of getting it right.
Important Instructions
The candidate who applies for admission is advised to carefully read the same and it shall be presumed that he/she agrees to abide by the same. 1. Admissions to all courses of study as detailed in this Guide are open to Indian Nationals only. Candidates having other nationalities should refer to the relevant Guide for them. 2. The intake to all courses of study as detailed in this Guide, except those specifically mentioned for AMU Centres at Malappuram, Murshidabad and/or Kishanganj, implies intake at Aligarh Muslim University, Aligarh only. However, the intake may change with the approval of the competent authority. 3. The University reserves the right not to admit any candidate to a course of study even though a notification inviting applications for admission to the same has been issued. 4. The candidate shall not be entitled to claim admission as a matter of right even if he/she is otherwise eligible. The University reserves the right to refuse admission to any individual without assigning any reason. 5. Canvassing in any manner for securing admission shall render a candidate disqualified. 6. Eligibility rules as specified for each course shall be strictly followed and shall not be relaxed under any circumstance. Candidate should satisfy himself/herself that he/she fulfills the eligibility requirements prescribed for admission to the concerned course of study. 7. A candidate shall be eligible to apply for admission to a course of study if he/she has passed the qualifying examination and also fulfills all other eligibility requirements in terms of subjects studied, percentage of marks, age, etc. The percentage of marks secured by a candidate at the qualifying examination, falling short by even a decimal fraction shall not be rounded off to the next whole number. Similarly, if the age falls short or exceeds even by a single day, the candidate shall not be eligible for admission. 8. Candidates awaiting result of qualifying examination may also apply for admission with the clear stipulation that in the event of their selection they will be entitled to admission only if they fulfill all eligibility requirements of concerned course of study at the time of admission. 9. Physically challenged candidates are provided a relaxation in age up to a maximum of five years in admission to courses which prescribe a maximum age limit, except for those courses where such limits are prescribed by statutory/regulatory councils governing such admissions. 10. Changes, if any, made in the Admission Rules and/or in the eligibility criteria from time to time, shall be applicable to candidates seeking admission in the University even after notification.