MATHEMATICS – 2(Probability and Statistics)

Categories: Semester-2
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Course Content

Basic Probability: Unit: 1
Probability is a measure of the likelihood that a particular event will occur. It is a fundamental concept in discrete mathematics and is used extensively in fields like statistics, computer science, and various branches of science and engineering.

  • Probability Spaces
    29:32
  • Conditional probability
    06:22
  • Discrete Random Variables and Independent Random Variables
    22:14
  • Multinomial Distribution
    14:13
  • Poisson Approximation to the binomial Distribution
    08:01
  • Infinite Sequences of Bernoulli trials
    11:04
  • Expectation of Discrete Random Variables and Moments
    44:12
  • Variance of a Sum
    05:36
  • Chebyshev’s Inequality
    11:12

Continuous Probability Distributions: Unit: 2
In discrete mathematics, continuous probability distributions deal with variables that can take on an infinite number of values within a given range. These distributions are essential for modeling phenomena where outcomes are not restricted to distinct points but rather form a continuum

Bivariate Distributions: Unit: 2
In discrete mathematics, bivariate distributions describe the probability distribution of two discrete random variables. These distributions are essential for understanding the joint behavior of two variables and for solving problems involving probabilities in multivariate settings 1. Joint Probability Mass Function (PMF) 2.Marginal Distributions 3. Conditional Distributions

Basic Statistics: Unit 3
Discrete mathematics deals with structures that are fundamentally discrete rather than continuous. In statistics, this involves the study of countable, distinct values. Key concepts in discrete statistics include measures of central tendency, dispersion, and the use of probability distributions.

Applied Statistics and Small Samples: Unit 4
Applied statistics plays a significant role in discrete mathematics, which focuses on distinct and separate values rather than continuous ones.

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