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How to quit smoking It鈥檚 hard for smokers to quit. Perhaps prescribing a drug to fight depression will work as well as the usual nicotine patch. Perhaps combining the patch and the drug will work better than either treatment alone. Here are data from a randomized, double-blind trial that compared four treatments. A 鈥渟uccess鈥 means that the subject did not smoke for a year following the beginning of the study.

Group Treatment Subjects Successes

1 Nicotine patch 244 40

2 Drug 244 74

3 Patch plus drug 245 87

4 Placebo 160 25

(a) Summarize these data in a two-way table.

(b) Make a graph to compare the success rates for the four treatments. Describe what you see.

(c) Explain in words what the null hypothesis H0: p1 = p2 = p3 = p4 says about subjects鈥 smoking habits.

(d) Find the expected counts if H0 is true, and display them in a two-way table similar to the table of observed counts.

Short Answer

Expert verified

(a) The summary of the data is :

GroupSuccessFailureSubjects
140204244
274170244
387158245
425135160
Total226667893

(b)

(c) In words we can say that the null hypothesis asserts that all the groups have same proportions of smokers.

(d)

GroupSuccessFailure
161.7514182.2486
261.7514182.2486
362.00448182.9955
440.49272119.5073

Step by step solution

01

Given : 

The table,

Group Treatment Subjects Successes

1 Nicotine patch 244 40

2 Drug 244 74

3 Patch plus drug 245 87

4 Placebo 160 25

02

Part(a) :

The summary of the data in two way table is as follows:

GroupSuccessFailureSubjects
140204244
274170244
387158245
425135160
Total226667893
03

Part(b) :

The graph compairing the success rate of different groups are as follows

04

Part(c) : 

In words we can say that the null hypothesis asserts that all the groups have same proportions of smokers.

05

Step(d) :

The expected count is as follows:

GroupSuccessFailure
161.7514182.2486
261.7514182.2486
362.00448182.9955
440.49272119.5073

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Most popular questions from this chapter

Inference recap (8.1to11.2)In each of the following settings, say which inference procedure from Chapters 8,9,10,or11you would use. Be specific. For example, you might say 鈥渢wo-sample z test for the difference between two proportions.鈥 You do not need to carry out any procedures.

(a) Is there a relationship between attendance at religious services and alcohol consumption? A random sample of 1000adults was asked whether they regularly attend religious services and whether they drink alcohol daily.

(b) Separate random samples of 75college students and 75 high school students were asked how much time, on average, they spend watching television each week. We want to estimate the difference in the average amount of TV watched by high school and college students.

An appropriate null hypothesis to test whether the trees in the forest are randomly distributed is

(a) H0:=25, where =the mean number of trees in each quadrant.

(b) H0:p=0.25, where p=the proportion of all trees in the forest that are in Quadrant 1.

(c) H0:n1=n2=n3=n4=25, where niis the number of trees from the sample in Quadrant i.

(d) H0:p1=p2=p3=p4=0.25, where piis the actual proportion of trees in the forest that are in Quadrant i.

(e) H0:p^1=p^2=p^3=p^4=0.25, where p^iis the proportion of trees in the sample that are in Quadranti.

Which of the following may we conclude, based on the test results?

(a) There is strong evidence of an association between wiring configuration and the chance that a child will develop some form of cancer.

(b) HCC either cause cancer directly or is a major contributing factor to the development of cancer in children.

(c) Leukemia is the most common type of cancer among children.

(d) There is not much evidence of an association between wiring configuration and the type of cancer that caused the deaths of children in the study.

Removing warts A recently reported study looked at the use of oral zinc supplements to get rid of warts. The treatment group took an oral zinc supplement. Of these 32people, 19were rid of their warts after one month, and 6additional patients were rid of them after two months. The 23subjects in a control group were given a placebo. Of these, 1was rid of his warts after one month and 2additional patients were rid of their warts after two months. The reported results of the study included this table.

(a) The researchers say they did a chi-square test on this table. Explain why that makes no sense. Then make a correct two-way table displaying the results of the experiment.

(b) Explain why it is not appropriate to use a chi-square test in this setting even with the correct two-way table.

Perform a follow-up analysis of the test in Exercise 39 by finding the individual components of the chi-square statistic. Which cell(s) contributed most to the final result?

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