| A) Algebra of Events | |
|---|---|
| I) Sample Space | |
| 1) Finding the sample spaces | Ex 1 Ex 2 Ex 3 Ex 4 Ex 5 |
| II) Events | |
| 2) Finding Events for Die-Rolling Events | Ex 6 Ex 7 Ex 8 Ex 9 |
| 3) Finding Events in a Casino Spinner | Ex 10 Ex 11 Ex 12 |
| III) Complementary Events | |
| 4) Finding the Complementary Events | Ex 13 Ex 14 Ex 15 Ex 16 |
| IV) Multi-Step Random Experiments | |
| 5) Finding Outcome in a Table | Ex 17 Ex 18 Ex 19 Ex 20 Ex 21 |
| 6) Counting the Number of Possible Outcomes in a Table | Ex 22 Ex 23 Ex 24 Ex 25 |
| 7) Counting the Number of Possible Outcomes for an Event | Ex 26 Ex 27 Ex 28 Ex 29 Ex 30 Ex 31 |
| 8) Counting the Number of Possible Outcomes in a Tree diagram | Ex 32 Ex 33 Ex 34 Ex 35 |
| B) Probability | |
| I) Definition | |
| 9) Describing Probabilities with Words | Ex 36 Ex 37 Ex 38 Ex 39 Ex 40 |
| 10) Making Decisions Using Probabilities | Ex 41 Ex 42 Ex 43 Ex 44 |
| II) Equally Likely | |
| 11) Finding Probabilities in a Casino Spinner | Ex 45 Ex 46 Ex 47 Ex 48 Ex 49 |
| 12) Finding Probabilities in a Dice Experiment | Ex 50 Ex 51 Ex 52 Ex 53 Ex 54 Ex 55 |
| 13) Calculating with Equally Likely Outcomes | Ex 56 Ex 57 Ex 58 Ex 59 |
| 14) Calculating the Probability In Multi-Step Random Experiments | Ex 60 Ex 61 Ex 62 Ex 63 Ex 64 |
| III) Complement Rule | |
| 15) Applying the Complement Rule | Ex 65 Ex 66 Ex 67 Ex 68 Ex 69 |
| 16) Completing a Probability Tree Diagram | Ex 70 Ex 71 Ex 72 Ex 73 Ex 74 |
| IV) Probability of Independent Events | |
| 17) Draw a Probability Tree for Two Independent Events | Ex 75 Ex 76 Ex 77 Ex 78 |
| 18) Calculating Probabilities from a Tree Diagram | Ex 79 Ex 80 Ex 81 Ex 82 |
| 19) Calculating Probabilities from a Tree Diagram | Ex 83 Ex 84 Ex 85 |
| 20) Calculating the Probability of Two Independent Events | Ex 86 Ex 87 Ex 88 Ex 89 |
| V) Experimental Probability | |
| 21) Calculating Experimental Probabilities in Percentage Form | Ex 90 Ex 91 Ex 92 Ex 93 |
| 22) Conducting Experiments to Estimate Probabilities | Ex 94 Ex 95 |