FUNDAMENTALS OF STATISTICS AND PROBABILITY THEORY
                                       A SOLUTION MANUAL 
                                      A TUTORIAL APPROACH

               DETAILED SOLUTIONS TO ALL UNSOLVED PROBLEMS    
Averages 
Measuring Data Variation 
Frequency Distributions 
Basic Concepts 
Set Operations 
Venn Diagrams 
Cardinality of Sets 
Experiments,  Sample Spaces and Events 
Probability Sample Space 
Boolean Algebra of Sets 
Sampling  With and Without Replacement
Conditional Probability 
After reading a lesson, to return to this page, right click the mouse's button and click 'back' .
Bayes's Theorem 
Random Variables 
Expectation of a Random Variable 
Variance of a Random Variable 
Factorials and Counting Samples 
The Binomial Sample Space 
The Binomial Random Variable 
The Binomial Distribution 

The Binomial Distribution Table 
The Poisson Distribution 
The Poisson Distribution Table 
The Poisson Approximation to the Binomial Distribution 
The Normal Distribution 
Applications Using the Normal Distribution 
The Normal Approximation To the Binomial Distribution 
The Central Limit Theorem   
Estimating the Population of the Mean 
Statistical Hypotheses 
​Hypothesis Testing 
Type I Error .
Type II Error 
Combining Type I and Type II Errors  
The Distribution of   
Estimating the Proportion of P of a Population  
Decision Theory Using P
The Distribution of the Differences of Sample Means 
The Distribution of the Differences of Sample Proportions 
Small Sampling Theory 
The F Distribution 
Analysis of Variance (ANOVA)
The Chi-Square Distribution 
Correlation and Regression Analysis I 
Correlation and Regression Analysis II 
Non - Parametric Statistics