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IGNOU MSCAST MST 12 E-Gyankosh Books IGNOU MSCAST MST 12 E-Gyankosh Books
IGNOU MST 12 Probability and Probability Distributions Books
- BLOCK 01 Probability Measure and Random Variable
- BLOCK 01 Simple Random Sampling and Probability Proportional to Size Sampling
- BLOCK 02 Discrete Probability Distributions
- BLOCK 02 Stratified and Systematic Samplings
- BLOCK 03 Continuous Probability Distributions
- BLOCK 03 Analysis of Variance
- BLOCK 04 Inequalities and Sequence of Random Variables
- BLOCK 04 Design of Experiments
- UNIT 01 Review of Basic Concepts of Probability
- UNIT 01 Simple Random Sampling With Replacement
- UNIT 02 Probability Space
- UNIT 02 Simple Random Sampling Without Replacement
- UNIT 03 Assignment of Probabilities to Events in Discrete and Continuous Worlds
- UNIT 03 Simple Random Sampling For Attributes
- UNIT 04 Univariate Discrete Random Variable
- UNIT 04 Probability Proportional to Size Sampling With Replacement
- UNIT 05 Univariate Continuous Random Variable
- UNIT 05 Probability Proportional to Size Sampling Without Replacement
- UNIT 06 Bivariate Random Variable
- UNIT 06 Stratified Random Sampling
- UNIT 07 Expectation and Moments Generating Function
- UNIT 07 Allocation of Sample Size
- UNIT 08 Transformation of Univariate and Bivariate Random Variable
- UNIT 08 Post-Stratification and Construction of Strata
- UNIT 09 Discrete Uniform and Bernoulli Distributions
- UNIT 09 Systematic Sampling
- UNIT 10 Binomial and Multinomial Distributions
- UNIT 10 Introduction to Analysis of Variance
- UNIT 11 Poisson and Hypergeometric Distributions
- UNIT 11 One-Way Analysis of Variance
- UNIT 12 Geometric and Negative Binomial Distributions
- UNIT 12 Two-Way Analysis of Variance
- UNIT 13 Continuous Uniform and Exponential Distributions
- UNIT 13 Two-Way Analysis of Variance with Special Cases
- UNIT 14 Normal and Lognormal Distributions
- UNIT 14 Completely Randomised Design
- UNIT 15 Beta and Gamma Distributions
- UNIT 15 Randomised Block Design
- UNIT 16 Cauchy and Laplace Distributions
- UNIT 16 Latin Square Design
- UNIT 17 Inequalities
- UNIT 18 Modes of Convergence
- UNIT 19 Laws of Large Numbers
- UNIT 20 Central Limit Theorem