PART 4 Based on your results in part (4.3), make a decision linked in context. Cardiac Study PART 1 In a clinical trial to compare the effectiveness of two drugs in preventing heart attacks, 25,620 patients were randomly divided into three groups. One group took a tablet of drug A each day. The next group took a table of drug B each day. The third group took one table of each drug each day. Patients were studied for 56 months and the number of who suffered heart attacks (fatal and non-fatal) were counted. Write the appropriate hypotheses to test if there would be an association between these treatments and cardiac outcome. PART 2 Values in the table represent counts, (expected values), and [Chi-square components] for this study. Drug A Drug B Both drugs Fatal Heart Attack 598 (607.14) [0.1376] 603 (609.56) [0.0706] 620 (604.30) [0.4079] Non-Fatal Heart Attack 431 (418.43) [0.3776] 400 (420.10) [0.9617] 424 (416.47) [0.1362] No Heart Attack 7513 (7516.43) [0.0016] 7573 (7546.34) [0.0942] 7458 (7481.23) [0.0721] Find the value of Chi-square, the degrees of freedom, and the Pvalue for this test and list them in the space provided. No work required. PART 3 Values in the table represent counts, (expected values), and [Chi-square components] for this study. Drug A Drug B Both drugs Fatal Heart Attack 598 (607.14) [0.1376] 603 (609.56) [0.0706] 620 (604.30) [0.4079] Non-Fatal Heart Attack 431 (418.43) [0.3776] 400 (420.10) [0.9617] 424 (416.47) [0.1362] Is the sample size of 25,620 large enough? Explain how you know. No Heart Attack 7513 (7516.43) [0.0016] 7573 (7546.34) [0.0942] 7458 (7481.23) [0.0721]
PART 4 Based on your results in part (4.3), make a decision linked in context. Cardiac Study PART 1 In a clinical trial to compare the effectiveness of two drugs in preventing heart attacks, 25,620 patients were randomly divided into three groups. One group took a tablet of drug A each day. The next group took a table of drug B each day. The third group took one table of each drug each day. Patients were studied for 56 months and the number of who suffered heart attacks (fatal and non-fatal) were counted. Write the appropriate hypotheses to test if there would be an association between these treatments and cardiac outcome. PART 2 Values in the table represent counts, (expected values), and [Chi-square components] for this study. Drug A Drug B Both drugs Fatal Heart Attack 598 (607.14) [0.1376] 603 (609.56) [0.0706] 620 (604.30) [0.4079] Non-Fatal Heart Attack 431 (418.43) [0.3776] 400 (420.10) [0.9617] 424 (416.47) [0.1362] No Heart Attack 7513 (7516.43) [0.0016] 7573 (7546.34) [0.0942] 7458 (7481.23) [0.0721] Find the value of Chi-square, the degrees of freedom, and the Pvalue for this test and list them in the space provided. No work required. PART 3 Values in the table represent counts, (expected values), and [Chi-square components] for this study. Drug A Drug B Both drugs Fatal Heart Attack 598 (607.14) [0.1376] 603 (609.56) [0.0706] 620 (604.30) [0.4079] Non-Fatal Heart Attack 431 (418.43) [0.3776] 400 (420.10) [0.9617] 424 (416.47) [0.1362] Is the sample size of 25,620 large enough? Explain how you know. No Heart Attack 7513 (7516.43) [0.0016] 7573 (7546.34) [0.0942] 7458 (7481.23) [0.0721]
College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter8: Sequences, Series, And Probability
Section8.7: Probability
Problem 8E: List the sample space of each experiment. Picking a one-digit number
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Transcribed Image Text:PART 4
Based on your results in part (4.3), make a decision linked in context.
![Cardiac Study
PART 1
In a clinical trial to compare the effectiveness of two drugs in preventing heart attacks, 25,620
patients were randomly divided into three groups. One group took a tablet of drug A each day.
The next group took a table of drug B each day. The third group took one table of each drug each
day. Patients were studied for 56 months and the number of who suffered heart attacks (fatal and
non-fatal) were counted.
Write the appropriate hypotheses to test if there would be an association between these
treatments and cardiac outcome.
PART 2
Values in the table represent counts, (expected values), and [Chi-square components] for this study.
Drug A
Drug B
Both drugs
Fatal Heart Attack
598 (607.14) [0.1376]
603 (609.56) [0.0706]
620 (604.30) [0.4079]
Non-Fatal Heart Attack
431 (418.43) [0.3776]
400 (420.10) [0.9617]
424 (416.47) [0.1362]
No Heart Attack
7513 (7516.43) [0.0016]
7573 (7546.34) [0.0942]
7458 (7481.23) [0.0721]
Find the value of Chi-square, the degrees of freedom, and the Pvalue for this test and list them in
the space provided.
No work required.
PART 3
Values in the table represent counts, (expected values), and [Chi-square components] for this study.
Drug A
Drug B
Both drugs
Fatal Heart Attack
598 (607.14) [0.1376]
603 (609.56) [0.0706]
620 (604.30) [0.4079]
Non-Fatal Heart Attack
431 (418.43) [0.3776]
400 (420.10) [0.9617]
424 (416.47) [0.1362]
Is the sample size of 25,620 large enough? Explain how you know.
No Heart Attack
7513 (7516.43) [0.0016]
7573 (7546.34) [0.0942]
7458 (7481.23) [0.0721]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7c8f01e2-a14e-48cc-8752-a6869fe4cc3e%2F6813ffef-61f0-4847-99b0-6d163a2482bc%2F3vx4oyr_processed.png&w=3840&q=75)
Transcribed Image Text:Cardiac Study
PART 1
In a clinical trial to compare the effectiveness of two drugs in preventing heart attacks, 25,620
patients were randomly divided into three groups. One group took a tablet of drug A each day.
The next group took a table of drug B each day. The third group took one table of each drug each
day. Patients were studied for 56 months and the number of who suffered heart attacks (fatal and
non-fatal) were counted.
Write the appropriate hypotheses to test if there would be an association between these
treatments and cardiac outcome.
PART 2
Values in the table represent counts, (expected values), and [Chi-square components] for this study.
Drug A
Drug B
Both drugs
Fatal Heart Attack
598 (607.14) [0.1376]
603 (609.56) [0.0706]
620 (604.30) [0.4079]
Non-Fatal Heart Attack
431 (418.43) [0.3776]
400 (420.10) [0.9617]
424 (416.47) [0.1362]
No Heart Attack
7513 (7516.43) [0.0016]
7573 (7546.34) [0.0942]
7458 (7481.23) [0.0721]
Find the value of Chi-square, the degrees of freedom, and the Pvalue for this test and list them in
the space provided.
No work required.
PART 3
Values in the table represent counts, (expected values), and [Chi-square components] for this study.
Drug A
Drug B
Both drugs
Fatal Heart Attack
598 (607.14) [0.1376]
603 (609.56) [0.0706]
620 (604.30) [0.4079]
Non-Fatal Heart Attack
431 (418.43) [0.3776]
400 (420.10) [0.9617]
424 (416.47) [0.1362]
Is the sample size of 25,620 large enough? Explain how you know.
No Heart Attack
7513 (7516.43) [0.0016]
7573 (7546.34) [0.0942]
7458 (7481.23) [0.0721]
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