Survey Guides

Survey Sample Size: How Many Responses Do You Really Need?

The honest answer for most consumer studies is 384 - and here is the actual math, plus a lookup table so you never have to compute it again.

T

Tayqun Team

June 28, 2026 · Updated August 16, 2026

8 min read 375

"How many responses do I need?" is the first question every researcher asks and the one most survey tools answer worst. The honest short answer for a general consumer study is 384. The honest long answer is: it depends on the precision you need and the subgroups you plan to compare - and both are simple to work out.

The formula, briefly

Statistical calculations used to determine survey sample size

For a proportion estimate (e.g. "what share of people prefer A?"), the required sample at 95% confidence is n = 1.96² × p(1-p) ÷ e², where p is the expected proportion (use 0.5 for the safe maximum) and e is the margin of error you can tolerate. Population size barely matters until you are surveying more than a few percent of the whole population - a survey of Saudi consumers does not need more responses than a survey of Bahraini consumers for the same precision.

The lookup table

Statistical table showing sample size and margin of error relationships.
Margin of error95% confidence90% confidence
±10%9768
±5%384271
±4%600423
±3%1,067752
±2%2,4011,691

Read it as: with 384 responses, a result of "62% prefer A" means the true value is very likely between 57% and 67%. If that range is precise enough for your decision, 384 is enough. Notice the brutal economics at the bottom of the table - halving the margin of error quadruples the sample. Precision is bought at a steeply rising price, which is why you should decide the decision first and the sample second.

The subgroup trap

The formula applies to every group you will analyze separately, not to the total. If you need to compare men vs women across three age bands, that is six cells - and a 400-response study leaves ~65 per cell, with a margin of error near ±12%. This is the most common sample-size mistake we see: studies sized correctly for the total and uselessly for every comparison the researcher actually cared about.

Size for the smallest cell

Decide the finest comparison you truly need, size that cell to at least 100 (±10%), and let the total follow. If the total gets too expensive, cut comparisons - not precision.

Practical presets

Research team evaluating survey sample size recommendations
Study typeRecommended nWhy
Quick directional read / pilot50-100Detects big effects; fine for iterating on ideas
Standard consumer study384-500±5% on the total, headroom for light subgroups
Segmentation / tracker wave1,000+±3% on total, ±10% on 4-6 segments
B2B / niche audienceAs many as feasiblePrecision yields to reachability; report the achieved margin honestly

Sample size buys precision, not truth - a perfectly sized survey with biased questions is precisely wrong. Pair this with our guide to writing good survey questions before you field.

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