2. Figure A pair of dice.
Figure 8.1

3. Figure 8.2a Determining the probability of randomly picking an ace or a club in one draw from a deck of ordinary playing cards. Continued on next slide.
Figure 8.2a

4. Figure 8.2b Continued from previous slide.

5. Figure Determining the probabiliity of randomly sampling two aces in two draws from a deck of ordinary playing cards. Sampling is one at a time with replacement: multiplication rule with independent events.
Figure 8.3

6. Figure Determining the probability of randomly sampling 3 women and 1 man, in that order, in four draws from a population of 50 men and 60 women. Sampling is one at a time with replacement: multiplication rule with several independent events.
Figure 8.4
Figure 8.4

7. Figure Determining the probability of randomly picking two aces in two draws from a deck of ordinary playing cards. Sampling is one at a time without replacement: multiplication rule with dependent events.
Figure 8.5

8. Figure Determining the probability of randomly sampling 4 history majors on four draws from a population of 15 music majors, 24 history majors, and 46 psychology majors. Sampling is one at a time without replacement: multiplication rule with several dependent events.
Figure 8.6

9. Figure Determining the probability of rolling a sum of 11 in one roll of two fair dice: multiplication and addition rules.
Figure 8.7

10. Figure Probability of obtaining X  134 if randomly sampling one score from a normal population, with  = 120 and  = 8.
Figure 8.8