IIT JAM 2024 is scheduled for February 11, 2024. IIT JAM Mathematical Statistics 2024 Eligibility, Exam Pattern, Syllabus, Best Books, Cut-Off, Seat Matrix, and Preparation Tips are below.
IIT JAM Mathematical Statistics 2024: The IIT JAM Mathematical Statistics is a national level entrance exam conducted by the Indian Institutes of Technology (IITs) for admission to Master of Science (M.Sc.) programs in Mathematical Statistics at IITs and other participating institutes. The IIT JAM 2024 for Mathematical Statistics is scheduled for February 11, 2024. The application process for IIT JAM Mathematical Statistics 2024 will start on September 5, 2023, and the last date to apply is October 13, 2023. IIT JAM Mathematical Statistics is a competitive exam, and the cut-off marks for IIT JAM Mathematical Statistics 2024 may vary yearly. Before applying for IIT JAM Mathematical Statistics 2024, it's essential to thoroughly understand the eligibility criteria, exam pattern, IIT JAM Mathematical Statistics 2024 syllabus , and preparation tips. Mathematical statistics play a significant role in this exam, so focus on that subject while preparing.IIT JAM Exam 2024 Overview | |
Particulars | Details |
Name of Exam | Indian Institutes of Technology Joint Admission Test for M.Sc. |
Conducting Body | IIT Guwahati |
Mode of Exam | CBT (Computer-Based Test) |
Mode of Application | Online |
Official Website | jam.iitm.ac.in |
Exam Type | National-Level |
Duration of Exam | 3 hours |
Eligibility Criteria | General/OBC – Minimum 55% in Bachelor’s Degree |
SC/ST/PwD – Minimum 50% in Bachelor’s Degree | |
Number of Exam Centers | 103 |
HelpLine | (01332) 284531 |
IIT JAM Mathematical Statistics 2024 Eligibility Criteria | |||
Academic Programme | Institute | Minimum Educational Qualification(s) for Admission | |
Essential Subjects in Bachelor’s Degree (with minimum duration) | Essential Subjects at (10+2) Level | ||
M.Sc. Applied Statistics and Informatics | IIT Bombay (IITB) | Mathematics or Statistics for at least two years or four semesters | No Restrictions |
M.Sc.-Ph.D. Dual Degree in Operations Research | IIT Bombay (IITB) | - | |
M.Sc. Statistics | IIT Kanpur (IITK) | Statistics for at least two years or four semesters | - |
Joint M.Sc.-Ph.D. in Atmosphere and Ocean Sciences | IIT Bhubaneswar (IITBBS) | Mathematics and Physics and any one of these subjects among Chemistry, Computer Science, Computer Application, Geology, and Statistics | - |
IIT JAM Mathematical Statistics 2024 Exam Pattern | |||
Section | Total Number of Questions | Total Marks | Time Duration |
Part A | 30 Multiple Choice Questions (MCQs) | 1 or 2 Marks Each | 3 Hours |
Part B | 10 Multiple Select Questions (MSQs) | 2 Marks Each | |
Part C | 20 Numerical Answer Type Questions (NATs) | 1 or 2 Marks Each |
IIT JAM Mathematical Statistics 2024 Syllabus | ||
Section | Topics | Subtopics |
Mathematics Syllabus | Sequences and Series | Convergence of real numbers sequences, Comparison, root, and ratio tests for convergence of series of real numbers |
Differential Calculus | Limits, continuity, and differentiability of functions of one and two variables, Indeterminate forms, Maxima and minima of functions of one and two variables, Theorems like Rolle's theorem, mean value theorems, Taylor's theorem, etc. | |
Integral Calculus | Fundamental theorems of integral calculus, Double and triple integrals , Applications of definite integrals, Arc lengths, areas, and volumes, etc. | |
Matrices | Rank and inverse of a matri , Systems of linear equations, Linear transformations, Eigenvalues and eigenvectors, Cayley-Hamilton theorem , Symmetric, skew-symmetric, and orthogonal matrices | |
Statistics Syllabus | Probability | Axiomatic definition of probability and properties , Conditional probability and multiplication rule , Theorem of total probability, Bayes’ theorem , Independence of events |
Random Variables | Probability mass function, density function, and cumulative distribution functions, Distribution of a function of a random variable, Mathematical expectation, moments, and moment generating function, Chebyshev's inequality | |
Standard Distributions | Binomial, negative binomial, geometric, Poisson, and hypergeometric distributions, Uniform, exponential, gamma, beta, and normal distributions, Poisson and normal approximations of a binomial distribution | |
Joint Distributions | Joint, marginal, and conditional distributions, Distribution of functions of random variables, Joint moment generating function, Product moments, correlation, simple linear regression, Independence of random variables | |
Sampling Distributions and Limit Theorems | Chi-square, t, and F distributions and their properties, Weak law of large numbers and the Central limit theorem (defines i.i.d. with finite variance case only) | |
Estimation | Unbiasedness, consistency, and efficiency of estimators , Method of moments and method of maximum likelihood , Sufficiency and factorization theorem , Completeness, Rao-Blackwell, and Lehmann-Scheffe theorems , Uniformly minimum variance unbiased estimators , Rao-Cramer inequality Confidence intervals for the parameters of univariate normal, two independent normal, and one-parameter exponential distributions | |
Testing of Hypotheses | Primary concepts and applications of Neyman-Pearson Lemma for testing simple and composite hypotheses , Likelihood ratio tests for parameters of the univariate normal distribution, etc. |
IIT JAM Mathematical Statistics Exam 2024 Books Name | ||
Topic | IIT JAM Mathematical Statistics Books Name | Author Name |
Statistics | Fundamentals of Mathematical Statistics | S.C. Gupta & V.K. Kapoor |
An introduction to probability and statistics | V.K. Rohatgi | |
Introduction to Mathematical Statistics | Robert V. Hogg and Craig Mckean Hogg | |
Introduction to the theory of statistics | Mood and Graybill | |
Previous Year Papers | M.Sc. Mathematical Statistics | Anand Kumar |
IIT JAM Mathematical Statistics Cutoff 2023 | |
Category | IIT JAM 2023 Cut Off Marks |
GEN | 14.61 |
OBC (NCL) | 13.15 |
SC | 8.20 |
ST | 8.20 |
PwD | 8.20 |
IIT JAM Mathematical Statistics Exam 2024 Seat Matrix | |
IITs | Total Seats |
IIT Bombay | 48 |
IIT Kanpur | 62 |
Total | 110 |