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Chapter 7: Permutation, Combination and Probability (45 videos)

7.1: Introduction
1. The Counting Principles
2. Introduction to Factorial Notation
3. Problem-Introduction to Factorial Notation
 
7.2: Permutation
1. Introduction to Permutation
2. Problem-Introduction to Permutation
3. Permutation of Things Not All Different
4. Problem-Permutation of Things Not All Different
5. Circular Permutation
6. Problem-Circular Permutation
 
7.3: Combinations
1. Introduction to Combinations
2. Problem1-Introduction to Combinations
3. Problem2-Introduction to Combinations
4. Complementary Combination
5. Problem1-Complementary Combination
6. Problem2-Complementary Combination
 
7.4: Probability
1. Introduction
2. Problem-Introduction to Probabillity
3. Experiments and Sample Space
4. Problem-Experiments and Sample Space
5. Definition of Probability
6. Problem-Definition of Probability
7. Basic Terminology
8. Probability as Long Term Relative Frequency
9. Problem Solving Strategies in Probability
10. Probability and Venn Diagrams
11. More on Probability and Venn Diagrams
12. Possible Outcomes in the Sample Space
13. Problem-Possible Outcomes in the Sample Space
14. Simple Combined Events and Possibility Diagrams
15. Problem-Simple Combined Events and Possibility Diagrams
16. Simple Combined Events and Tree Diagrams
17. Estimating Probabilities and Tally Marks
18. Problem-Estimating Probabilities and Tally Marks
19. Addition of Probabilities and Mutually Exclusive Events
20. Problem-Addition of Probabilities of Mutually Exclusive Events
21. Addition of Probabilities of Overlapping Events
22. Problem-Addition of Probabilities of Overlapping Events
23. Addition of Probabilities of Disjoint Events
24. Addition of Probabilities of Subset Events
25. Problem-Addition of Probabilities of Subset Events
26. Multiplication of Probabilities and Independent Events
27. More on Multiplication of Probabilities and Independent Events
28. Problem-Multiplication of Probabilities of Independent Events
29. Multiplication of Probabilities of n Independent Events
30. Problem-Multiplication of Probabilities of n Independent Events
 

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