Common survey
95%, 5% margin, 50% proportion385
Use this free sample size calculator to estimate a survey sample size from confidence level, margin of error, estimated proportion, and optional population size.

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Use 50% proportion when you are unsure; it gives the most conservative survey sample size.
Optional population size applies finite population correction.
Estimate how many survey responses you need for a proportion.
Compare 90%, 95%, 98%, and 99% confidence levels.
Use 50% estimated proportion for a conservative planning estimate.
Apply finite population correction when the total population is known.
See how a wider margin of error lowers the required response count.
Plan rough response targets before accounting for nonresponse or screening.
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It estimates sample size for a population proportion, which is common for surveys, polls, yes/no questions, and percentage estimates.
Confidence level controls the z-score, margin of error is the plus-or-minus percentage you can tolerate, population proportion is the expected yes/share percentage, and optional population size applies finite population correction.
Enter percentages as whole percent values. For a 5% margin of error, type 5. For an expected 20% response proportion, type 20.
The required sample size is the completed response count after rounding up. Raw n is the open-population estimate, and adjusted n shows the finite-population corrected value when you enter a population size.
Use your best estimate. If you are unsure, use 50%, which gives the most conservative and usually largest sample size.
A 50% proportion has the most uncertainty for a yes/no estimate. Proportions closer to 0% or 100% have less spread, so the formula usually needs fewer responses.
Margin of error is the maximum difference you are planning to tolerate between the sample estimate and the true population proportion.
A tighter margin of error asks the survey to estimate the true proportion more precisely. Precision costs sample size, so moving from 10% to 5% margin usually increases the required responses a lot.
When the total population is known, finite population correction can reduce the required sample size because the sample is a larger share of the whole group.
Check that your sample will be reasonably random or representative, that you planned for nonresponse, that subgroups have enough responses, and that design effects or weighting are not needed for your survey method.
No. It is a planning calculator for common proportion estimates. Professional surveys may need design effects, stratification, weighting, and nonresponse planning.
Yes. Recent sample size answers stay only in the current browser tab while you use the page. They are not sent to a server.