Yeganeh
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Be sure to support your solutions with the supporting SAS code, where appropriate.
Adapted from 1.22. Page 39
Describe the unethical behavior, if any, in each example and describe how it could impact the reliability
of the resulting data. Explain how the problem should be corrected.
Researchers are conducting a clinical trial on influenza vaccinations.
a. The research is funded by the producers of one of the vaccines in question.
b. There are only two types of vaccinations included in the research: influenza vaccine and
chicken pox vaccine.
c. 25% of subjects experienced negative side effects from Vaccine A, 15% of subjects
experienced negative side effects from Vaccine B, and the remainder had no side effects. The
researchers claim that subjects experience fewer side effects with Vaccine A.
Answer:
Insert your answer here
Supporting SAS Code:
Insert your SAS code here
Adapted from Try it 1.1. Page 8
We want to know the mean amount of money spent on textbooks each year by students at the University
of Waterloo. We randomly survey 100 students at the university. Three of the students spent $200,
$250, and $355, respectively.
Identify the (i) target population, (ii) variable of interest, (iii) parameter of interest, (iv) sample, (v)
sample size, and the (vi) sample statistic.
Answer:
,HLTH 335. Section 103 Lab 1
Yeganeh
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Insert your answer here
Supporting SAS Code:
Insert your SAS code here
Question (not from textbook)
Studies are being conducted to test the effectiveness of kidney transplants in diabetes patients. Of interest
is the mean number of months that patients survive following the transplant. The following data (in
months):
Researcher A: 12, 56, 98, 14, 34, 23, 78, 64, 13, 27, 35, 108
Identify the (i) target population, (ii) variable of interest, (iii) parameter of interest, (iv) sample, (v)
sample size, and the (vi) sample statistic.
Answer:
I) Target population: All patients who suffer from diabetes and have undergone a kidney
transplant.
II) Variable of interest: Length of time in months that patients with diabetes survive
following a kidney transplant.
III) Parameter of interest: mean/average length of time in months that patients with diabetes
survive following a kidney transplant.
IV) Sample: 12 patients who suffer from diabetes and have undergone a kidney transplant.
V) Sample size: 12
VI) Sample statistic: sample mean/average length of time in months that patients with
diabetes survive following a kidney transplant.
A. The sample mean is 46.83 months.
Supporting SAS Code:
, HLTH 335. Section 103 Lab 1
Yeganeh
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/* I'm creating data set */
DATA diabetes;
INPUT month@@;
CARDS;
12 56 98 14 34 23 78 64 13 27 35 108
;
RUN;
/*Sample mean, STD, N */
PROC MEANS DATA=diabetes MEAN STD N; /*proc does things for me */
RUN;