Using A Census For Small Populations: One approach is to use the entire population as the sample.
Although cost considerations make this impossible for large populations,
acensus is attractive for small populations (e.g., 200 or less). A census eliminates sampling error and
provides data on all the individuals in the population. In addition, some costs
such as questionnaire design and developing the sampling frame are
"fixed," that is, they will be the same for samples of 50 or 200.
Finally, virtually the entire population would have to be sampled in small
populations to achieve a desirable level of precision.
Using A Sample Size Of A Similar
Study: Another approach is to use the same sample size as those of
studies similar to the one you plan. Without reviewing the procedures employed
in these studies you may run the risk of repeating errors that were made in
determining the sample size for another study. However, a review of the
literature in your discipline can provide guidance about "typical"
sample sizes which are used.
Using Published Tables: A third way to determine sample size is to rely on
published tables which provide the sample size for a given set of
criteria. Such tables present sample
sizes that would be necessary for given combinations of precision, confidence
levels, and variability. Please note two things. First, these sample sizes
reflect the number of obtained responses, and not necessarily the number of
surveys mailed or interviews planned (this number is often increased to
compensate for non response). Second, the sample sizes in some of these tables
presume that the attributes being measured are distributed normally or nearly
so. If this assumption cannot be met, then the entire population may need to be
surveyed.
Using Formulas To Calculate A Sample
Size: Although tables can provide
a useful guide for determining the sample size, you may need to calculate the
necessary sample size for a different combination of levels of precision,
confidence, and variability. The fourth approach to determining sample size is
the application of one of several formulas.
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