Hii sir, I wants to get the syllabus of the paper Probability Theory of the BA Statistic part I will you please provide it ?

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As you asking for the syllabus of the paper Probability Theory of the BA Statistic part I the syllabus is as follow :

SECTION-A
Important concepts in probability :Random experiment, trial, sample point and sample space, definition of an event, mutually exclusive, exhaustive, independent and equally likely events. Definition of the probability-classical and relative frequency approach to probability, their demerits and axiomatic approach to probability. Properties of probability based on axiomatic approach, conditional probability, Bayes theorem and its applications.

SECTION- B

Random Variable : Definition of random variables, probability mass function, continuous random variable, probability density function illustrations of random variables and its properties, expectation of a random variable and its properties-moments, measures of location and dispersion, moment generating function and probability generating function. Two dimensional random variables –joint, marginal and conditional distributions .

SECTION-C
Standard univariate discrete distributions and properties : Uniform, Binominal, Poisson, Hyper Geometric, Geometric and Negative Binomial distributions. Continuous univariate distributions : Uniform , normal , exponential, Gamma,
Beta and chi-square distributions.

SECTION-D
The bivariate mormal distribution, the marginal and conditional probability distributions associated with the bivariate normal distribution (without derivation).
Chebyshev's inequality and its applications, statements and applications of weak law of large numbers and central limit theorems (De-moivre's-Laplace and Lindeberg-Levy versions).
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