Choose your confidence level and desired margin of error to see how many respondents you need.
Sample size is the number of people who need to respond to your survey for the results to reliably represent your entire target audience — your "population." Survey too few people and your results could easily be skewed by chance; survey far more than necessary and you're spending extra time and budget for marginal gains.
If you know your total population size, that raw number is then adjusted downward with a finite population correction — which the calculator above applies automatically once you enter a population size.
| Confidence level | Z-score |
|---|---|
| 90% | 1.645 |
| 95% | 1.96 |
| 99% | 2.576 |
A large, unknown population, 95% confidence, ±5% margin of error:
A 300-person company survey, 90% confidence, ±10% margin of error (finite population applied):
Statistical rigor matters more for some surveys than others. Here's rough guidance by use case:
| Survey type | Guidance |
|---|---|
| Customer satisfaction / NPS | Aim for statistical significance (use the calculator) if you're tracking trends over time or comparing segments. |
| Employee engagement | With a small, known population, survey everyone if possible — response rate matters more than sample-size math. |
| Market research | Statistical rigor is important; under-sampling risks basing real business decisions on noise. |
| Academic / scientific research | Follow your field's accepted methodology and confidence standards closely — usually 95% or higher. |
| Quick internal polls | Precision is less critical; a smaller, directional sample is often good enough. |
There's no universal cutoff, but as a rough guide, samples of 30+ are generally treated as large enough for standard statistical methods to apply reliably. For population-level surveys, 384+ is the common benchmark at 95% confidence and ±5% margin of error.
Technically yes — each question's effective sample size is the number of people who actually answered it, which can shrink for optional or later questions due to drop-off.
Leave the population field blank. The calculator will treat your population as effectively unlimited, which produces a slightly more conservative (larger) sample size recommendation — a safe default.
They're inversely related — a smaller desired margin of error requires a larger sample size, and the relationship isn't linear (halving your margin of error roughly quadruples the sample size needed). Use our Margin of Error Calculator to explore the trade-off.