Research methodology
114
2)
The question being asked must have a "yes/no" or other two-choice answer,
leading to a proportion of the population
as the final result.
Example
: Suppose that you wish to investigate whether or not the true prevalence of HIV
antibody in a population is 10%. You plan to take a random sample of the population to
estimate the prevalence. You would like 95% confidence interval that the true proportion in
the entire population will fall within the confidence intervals calculated from your sample.
In STATCALC, therefore, you enter the population size, say 5000, the estimate of the true
prevalence (10%), and either 6% or 14% as the "worst acceptable" value, the end point of
your sample confidence interval. The program then shows the sample size for several
different confidence levels, including the 95% we desired.
The "worst acceptable" value is one of the confidence limits around the estimated sample
proportion. The sample size given is for a "two-tailed test", a larger sample size than for a
"one-tailed test". The equation works with the following values, if the confidence interval is
95%.
Upper worst acceptable = proportion (P) + (1.96 standard error) = P + marginal error
Lower worst acceptable = proportion (P) - (1.96 standard error) = P - marginal error
In the sample size calculations, an initial screen explains the data items and allows input of a
set of values. Pressing then shows the results (calculated sample sizes) on the second
screen.
Sample size calculations for different study designs (more complex designs) are also
provided by the STATCALC program.
Dostları ilə paylaş: