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tracker sample planner

Before you commission the next wave, find out how many respondents it takes to see a move that is real.

The score is the percent who say yes (aware, consider, would buy). Power is how often a real move of that size gets caught. Leave design effect at 1 if you do not know it. Scanning many metrics raises the bar, so a bigger sample is needed to keep the same power.

verdict

Respondents needed per wave
Smallest move you can see
Cost per wave
Margin of error on one score
At your respondents per wave.

What each size of move costs to see

Move to seeRespondents per waveCost per waveCan you see it?

Halving the move you want to see roughly quadruples the sample.

What each sample size can see

Respondents per waveSmallest move seenMargin of error on one score

How it works

The calculation

You compare two waves with the same number of respondents. The score moves from p1 to p2, which is p1 plus the move. With confidence z and power zb:

n per wave = (z + zb)^2 x (p1(1 - p1) + p2(1 - p2)) / move^2 x design effect z uses the Sidak correction when you scan k metrics: alpha = 1 - (1 - 0.05)^(1/k)

The smallest move a sample can see comes from solving the same equation for the move. Wave to wave noise is the thing being sized, so a metric measured on a small sample can swing several points with nothing changing.

Read this before you set the sample

This assumes a simple random sample. Quotas, panels and weighting add noise. The design effect box is a rough patch.

Sampling error is only one source of noise. A changed panel provider, a rewritten question or a different field month can move a score by more than this.

Score levels matter. Scores near 50% need the biggest samples. Scores near 0% or 100% need fewer, and the normal approximation gets shaky.

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tracker wave check

Waves in? Check whether the move is real or noise.