PAU MET STAT 2021 Exam - Dates, Registration, Eligibility, Syllabus, Exam Pattern
Punjab Agricultural University Master Entrance Test Statistics 2021 or PAU MET STAT 2021 is the entrance examination for admission to M.Sc. (Statistics). PAU MET STAT 2021 is conducted by Punjab Agricultural University.
PAU MET STAT for the year 2021 has been announced by Punjab Agricultural University and will be held on 29/07/2021. The exam is in written mode. The duration of the exam will be 180 minutes. It is being conducted in English and Punjabi languages. The result date will be announced later.
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PAU MET STAT 2021 Conducting Body
Punjab Agricultural University
PAU MET STAT 2021 Eligibility Criteria
Educational Qualifications:
The Minimum Academic Qualifications for PAU MET STAT 2021 required are that students should have passed B.Sc. (Non-Medical)/B.A. with Mathematics/B.Sc. with Statistics/ B.Sc. in Computer Science, Statistics and Mathematics
PAU MET STAT 2021 Important Dates
Events |
Start Date |
Last Date |
Application Form |
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16/06/2021
11:55 pm
11:55 pm
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Application Form With Late Fee |
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21/06/2021
11:55 pm
11:55 pm
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PAU MET STAT 2021 Exam Date |
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Offline Dates
29/07/2021
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PAU MET STAT 2021 Prospectus
PAU MET STAT 2021 Exam Pattern
Exam Mode |
Offline Exam |
Exam Type |
Theory [Format: MCQ] |
Duration (in Minutes) |
180 |
Marking Scheme |
One mark for each Correct answer |
Negative Marking |
There will be Negative Marking for the PAU MET STAT 2021 Exam. For each incorrect response, 1/4 mark shall be deducted from the total score.
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Languages |
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PAU MET STAT 2021 Syllabus
The Questions for the test shall be based on a Common Syllabus as notified in the Prospectus or Information Brochure of PAU MET STAT 2021 exam as set by the Governing body.
SECTION – I (MATHEMATICS)
- Countable and uncountable sets, Riemann integral, Mean value theorems of integral calculus, Improper integrals and their convergence, Comparison tests, Abel’s and dirichlet’s tests, Beta and gamma functions, Double and triple integrals, Fourier series. Groups, Vector Spaces, Linear transformations, Matrices and linear transformations. Probability theory, Bayes’ theorem, Random variables, Expectation, Mean, Variance, Moment generating function, Distributions: Binomial , Geometric , Poisson , Uniform , Exponential , Gamma and Normal. Secant, Regula falsi, Newton’s method, Interpolation: Lagrange and hermite interpolation, Numerical differentiation, Numerical quadrature, Direct methods for solving systems of linear equations, Runge-Kutta’s method. Sequence and series, Infinite series, vector calculus and its applications, Continuity, Sequential continuity, Uniform continuity, Limit and continuity of functions of two and three variables, Partial differentiation and its applications. Exact differential equations, of first order and first degree; first order and higher degree, Orthogonal trajectories, Linear differential equations with constant coefficients
SECTION – II (STATISTICS)
- Classification, tabulation and presentation of data, population, sample, Measures of location, Dispersion, Skewness and kurtosis, Two dimensional random variable, Joint probability distributions, Marginal and conditional probability distributions, Conditional expectation, Measures of association and contingency, Correlation and simple linear-regression, Coefficient of determination, Spearman’s rank correlation coefficient, Multiple and partial correlation in three variables, Multiple regression. Probability, Bayes’ theorem and its applications, Random variable, Probability mass function, Probability density function, Distribution function and its properties, Moment generating function, Two dimensional random variables: Joint, Marginal, Conditional distributions, Uniform, Binomial, Poisson, Normal, Exponential, Gamma and Beta distributions, Chebyshev’s inequality and its applications, Weak law of large numbers, Central limit theorem. Point and interval estimation, Unbiasedness, Consistency, Efficiency and sufficiency, Methods of moments, Maximum likelihood estimators for the parameters of Binomial, Poisson and normal distributions, Confidence intervals, Hypothesis testing, Sampling distributions of Chi-square, t & F distributions and their relationships, Large 31 and small sample tests, Testing of correlation coefficient, Fisher’s Z-transformation, Chi-square test for goodness of fit and independence of attributes. Census and sample surveys, Basic concepts in sampling, sample size, Sampling methods for estimation of population mean, variance and standard error of estimates : simple random sampling (SRS), Stratified random sampling and systematic sampling. Fixed, random and mixed effects models, Analysis of variance for one-way and two-way classifications under the fixed effect models, Fundamental principles of design, CRD, RBD, LSD and their analysis. Limits and continuity, Derivatives and their applications, Exponential and logarithmic functions, Integration and their applications, Definition of an angle its various measures and relations between them, Circular functions. The solution of linear and quadratic equations in one variable, Arithmetic, Geometric and harmonic progressions, Permutations and combinations, Principle of induction, Binomial theorem for positive integral index.
Syllabus Link:
PAU MET STAT 2021 Admit Card
Admit Card Download Url
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PAU MET STAT 2021 Exam Day Instructions
Offline Dates
Examination Day Instructions
Examination Day Instructions:
- All Entrance Examinations will start at 10:00 A.M. on prescribed dates. The candidates must reach Centre of Examination at 9:00 A.M. sharp. No entry after 10.15 A.M. under any circumstance will be allowed
- Frisking of the candidates can be done at the Centre
- Disabled candidates shall be granted extra time @ 20 minutes per hour in entrance tests as per rules.
They will have to attach a request while applying for entrance test along with disability certificate issued by the competent authority
Before entering the Exam Centre
- Try to reach the exam centre one hour prior to the time advised in the admit card.
- Before leaving for the site, please have a hearty breakfast or light lunch depending on the session. Drink plenty of fluids; as in summers dehydration can set in affecting your performance in the exam.
- Have a cookie or a chocolate just before entering the centre; this prevents hypoglycaemia and thus helps you stay alert longer improving your results.
- If it is a busy centre, then don’t wait till last for the entry and security check.
- Centre will not allow you to enter after the stipulated time of closing the doors.
- Admission to the Exam Centre is with the Admit Card; no candidates shall be admitted to the test without the production of the Admit Card at the Test Centre.
- Usually no bags are allowed.
- No eatables are allowed.
- No communication equipment such as mobile phones / pager/ wireless set, scanner, camera or any such electronic / digital gadget etc are allowed in the exam centre; carrying one will lead to disqualification.
After entering the centre
- Once candidates enter the centre, they should locate their designated hall and seat.
- If mentioned, candidates will be hand frisked as well as photographed or video graphed before entering the centre
- After all the formalities, candidates should enter the allotted hall and take the designated seat.
- For Objective Type question papers, rough work is to be done in the space provided for this purpose. No rough work is allowed on the OMR Answer Sheet under any situation.
- Questions have to be answered on the answer sheet only.
- Copying, use of unfair means of any kind, talking, asking questions from other candidates or borrowing of material inside the Test Centre is strictly prohibited.
- The candidates are to return their OMR answer-sheets and the question paper in full to the Centre Superintendent. Tearing or taking away of the question paper is not allowed failing which the candidates shall be disqualified from the entire Entrance Test.
- Misbehaviour of any kind can lead to expulsion of the candidate.
- Caught copying helping in copying will mean cancellation of the answer sheet/cancellation of the candidature.
- Marking the answer sheet or question paper in any way will also lead to cancellation of the exam for that candidate.
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