1. A community-based intervention program for hypertension was undertaken in two communities to compare the effect of a non-pharmacological and pharmacologic interventions for mild to moderate hypertension. A baseline survey was conducted which yielded the following results: Community A Community B Smoking Habit Hypertensive Normotensive Hypertensive Normotensive Smoker 698 1,325 709 1,342 Non-smoker 748 7,862 885 8,450 ТOTAL 10,633 11,386 a) What is the prevalence of each of the two communities?
1. A community-based intervention program for hypertension was undertaken in two communities to compare the effect of a non-pharmacological and pharmacologic interventions for mild to moderate hypertension. A baseline survey was conducted which yielded the following results: Community A Community B Smoking Habit Hypertensive Normotensive Hypertensive Normotensive Smoker 698 1,325 709 1,342 Non-smoker 748 7,862 885 8,450 ТOTAL 10,633 11,386 a) What is the prevalence of each of the two communities?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Introduction to Biostatistics and Epidemiology
LABORATORY SESSION 4 and 5: ACTIVITY GUIDE
Measures of Central Tendency & Variability and Displaying Public Health Data
1. A community-based intervention program for hypertension was undertaken in two
communities to compare the effect of a non-pharmacological and pharmacologic
interventions for mild to moderate hypertension. A baseline survey was conducted which
yielded the following results:
Community A
Community B
Smoking Habit
Hypertensive
Normotensive Hypertensive Normotensive
Smoker
698
1,325
709
1,342
Non-smoker
748
7,862
885
8,450
TOTAL
10,633
11,386
а)
What is the prevalence of each of the two communities?
2. For each of the following problems: 1) Indicate which measure/s of morbidity (prevalence,
incidence proportion, or incidence rate) can be computed from the given data and show
your computations; and 2) briefly interpret each of the measures you computed.
a) During a five-year period, there were 521 injuries due to the accidents among the
personnel at certain medical laboratories. The number of employees in these
laboratories was 540 at the beginning of the period and 610 at the end.
b) In a mass screening of 1,350 65-year-old men, 130 were found to have a certain
disease. During the following 10-year period, another 120 contracted this disease.
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