1. how likely it is that an event will occur the chance that a particular event will happen PROBABILITY

2. THEORETICAL PROBABLILITY The chance that an event will occur based on the numbers.

3. EXPERIMENTAL PROBABLILITY The chance that an event will occur based on experiments

4. COMPOUND PROBABLILITY The chance that more than one event will occur.

5. EVENTS Events can be independent or dependent.

6. INDEPENDENT EVENTS Events are independent if the outcome of one event does NOT change the probability of another event.

7. DEPENDENT EVENTS Events are dependent if the outcome of one event changes the probablity of another event.

8. A drawer contains nine pairs of white socks, seven pairs of black socks, and five pairs of blue socks. You randomly choose one pair of socks and then pick another pair of socks without replacing the first pair. What is the probabilty of choosing two pairs of black socks? P(black, black) without replacing

9. A drawer contains nine pairs of white socks, seven pairs of black socks, and five pairs of blue socks. You randomly choose two pairs of socks without looking. What is the probabilty of choosing two pairs of black socks? P(both pairs black)

10. A drawer contains nine pairs of white socks, seven pairs of black socks, and five pairs of blue socks. You randomly choose a pair of socks without looking. What is the probabilty of not picking a white pair of socks? P(not white)

11. Name 3 questions you would need to ask yourself when finding probability. Lesson Closure

12. Explain the steps for finding compound probability for both independent and dependent events. Lesson Closure