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Two-way Tables BPS chapter 6 © 2006 W.H. Freeman and Company.

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Presentation on theme: "Two-way Tables BPS chapter 6 © 2006 W.H. Freeman and Company."— Presentation transcript:

1 Two-way Tables BPS chapter 6 © 2006 W.H. Freeman and Company

2 Summarizing data To summarize data on the closing stock prices of AT&T and Sprint for 90 days, you should use a) a scatterplot. b) a two-way table. c) none of the above.

3 Summarizing data (answer) To summarize data on the closing stock prices of AT&T and Sprint for 90 days, you should use a) a scatterplot. b) a two-way table. c) none of the above.

4 Summarizing data To summarize data on whether subjects received a flu vaccine and whether they developed the flu during one winter season, you should use a) a scatterplot. b) a two-way table. c) none of the above.

5 Summarizing data (answer) To summarize data on whether subjects received a flu vaccine and whether they developed the flu during one winter season, you should use a) a scatterplot. b) a two-way table. c) none of the above.

6 Summarizing data To summarize data on gender and heart rates (number of beats per minute), you should use a) a scatterplot. b) a two-way table. c) none of the above.

7 Summarizing data (answer) To summarize data on gender and heart rates (number of beats per minute), you should use a) a scatterplot. b) a two-way table. c) none of the above.

8 Two-way tables The following two-way table summarizes the number of cancer patients treated at two cancer clinics who died or survived. What percentage of the cancer patients survived? a) 390 / 1000 = 39% b) 320 / 1000 = 32% c) 710 / 1000 = 71% d) 290 / 1000 = 29%

9 Two-way tables (answer) The following two-way table summarizes the number of cancer patients treated at two cancer clinics who died or survived. What percentage of the cancer patients survived? a) 390 / 1000 = 39% b) 320 / 1000 = 32% c) 710 / 1000 = 71% d) 290 / 1000 = 29%

10 Two-way tables The following two-way table summarizes the number of cancer patients treated at two cancer clinics who died or survived. What percentage of the cancer patients at Clinic A survived? a) 390 / 1000 = 39% b) 390 / 710 = 55% c) 710 / 1000 = 71% d) 390 / 600 = 65%

11 Two-way tables (answer) The following two-way table summarizes the number of cancer patients treated at two cancer clinics who died or survived. What percentage of the cancer patients at Clinic A survived? a) 390 / 1000 = 39% b) 390 / 710 = 55% c) 710 / 1000 = 71% d) 390 / 600 = 65%

12 Two-way tables The following two-way table summarizes the number of cancer patients treated at two cancer clinics who died or survived. What percentage of the cancer patients who survived were treated at Clinic B? a) 320 / 1000 = 32% b) 320 / 400 = 80% c) 320 / 710 = 45% d) 710 / 1000 = 71%

13 Two-way tables (answer) The following two-way table summarizes the number of cancer patients treated at two cancer clinics who died or survived. What percentage of the cancer patients who survived were treated at Clinic B? a) 320 / 1000 = 32% b) 320 / 400 = 80% c) 320 / 710 = 45% d) 710 / 1000 = 71%

14 Two-way tables The following two-way table summarizes the number of single and married students in a basic statistics course who like watching professional football. The percentage of students in this class who are married is considered a) A marginal percentage b) A conditional percentage c) Something else

15 Two-way tables (answer) The following two-way table summarizes the number of single and married students in a basic statistics course who like watching professional football. The percentage of students in this class who are married is considered a) A marginal percentage b) A conditional percentage c) Something else

16 Two-way tables The following two-way table summarizes the number of single and married students in a basic statistics course who like watching professional football. The percentage of married students in this class who like football is considered a) A marginal percentage b) A conditional percentage c) Something else

17 Two-way tables (answer) The following two-way table summarizes the number of single and married students in a basic statistics course who like watching professional football. The percentage of married students in this class who like football is considered a) A marginal percentage b) A conditional percentage c) Something else

18 Two-way tables The following two-way table summarizes the number of single and married students in a basic statistics course who like watching professional football. The percentage students who are married and do not like football is considered a) A marginal percentage b) A conditional percentage c) Something else

19 Two-way tables (answer) The following two-way table summarizes the number of single and married students in a basic statistics course who like watching professional football. The percentage students who are married and do not like football is considered a) A marginal percentage b) A conditional percentage c) Something else

20 Association A study was conducted to determine whether the amount of time students spend practicing concepts on the computer is associated with their math score on the Iowa Test of Basic Skills (ITBS). Computer time and ITBS math score was recorded on students at three schools. Results Overall, the association between computer time and math score was negative. Within each school, the association between computer time and math score was positive. Given the results of this study, what can you conclude? a) The association between computer time and math score is the result of a cause and effect relationship. b) Variables with a strong curved relationship can have a correlation of zero. c) Simpsons paradox is present.

21 Association (answer) A study was conducted to determine whether the amount of time students spend practicing concepts on the computer is associated with their math score on the Iowa Test of Basic Skills (ITBS). Computer time and ITBS math score was recorded on students at three schools. Results Overall, the association between computer time and math score was negative. Within each school, the association between computer time and math score was positive. Given the results of this study, what can you conclude? a) The association between computer time and math score is the result of a cause and effect relationship. b) Variables with a strong curved relationship can have a correlation of zero. c) Simpsons paradox is present.

22 Simpsons paradox Do the following show Simpsons paradox? a) Yes. b) No.

23 Simpsons paradox (answer) Do the following show Simpsons paradox? a) Yes. b) No.


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