Teaching · For Teachers
A school survey is only as good as the way people were chosen to answer it. Enter the population, the method and the precision you want. The guide works out the responses needed for a proportion, corrects for a small population and for clustering, turns that into invitations at your expected response rate and says what each method needs to be done properly.
Included with Caveat Classroom and Whole-school licenses. Or get it in the For Teachers toolkit, $79 for 79 items.
The worked example is made up: a stratified survey of 480 ninth graders, a staff survey where inviting all 140 is simpler, and a cluster sample of 2,600 families by homeroom. Saved on this device only.
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Teaching · For Teachers$12 · included with Classroom and Whole-school licenses
Responses needed for a proportion: n₀ = z² × 0.25 ÷ e², using p = 0.5 (the most cautious case) and z of 1.645, 1.96 or 2.576 for 90, 95 or 99 percent confidence. For a population of N, n = n₀ ÷ (1 + (n₀ − 1) ÷ N), then multiplied by the design effect for a cluster sample and rounded up.
Inviting more people does not fix a low response rate: if the people who do not answer differ from those who do, the result is biased however many answer. Reminders, a short survey and time in class do more than a larger invitation list.
The worked example is made up. The numbers assume a simple estimate of a proportion; other analyses need their own power calculations. Nothing you type is sent to Caveat. Support: team@caveatacademic.com.