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CONTENT




                     Unit 1:    Sample Space of A Random Experiment                                          1
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                     Unit 2:    Methods of Enumeration of Probability                                       13
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                     Unit 3:    Conditional Probability and Independence Baye’s Theorem                     27
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                     Unit 4:    Random Variable                                                             48
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                     Unit 5:    Functions of Random Variables                                               54
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                     Unit 6:    Probability                                                                 69
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                     Unit 7:    Modern Approach to Probability                                              85
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                     Unit 8:    Expected Value with Perfect Information (EVPI)                             117
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                     Unit 9:    Variance of a Random Variable and their Properties                         127
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                     Unit 10:   Approximate Expressions for Expectations and Variance                      132
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                     Unit 11:   Chebyshev’s Inequality                                                     150
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                     Unit 12:   The Moment Generating Functions                                            158
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                     Unit 13:   Moment Generating Function of a Random Vector                              168
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                     Unit 14:   Theoretical Probability Distributions                                      176
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                     Unit 15:   Exponential Distribution and Normal Distribution                           200
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