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What is Sample Size?

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University Course Reader · STEM

With a sample size of 24, the authors describe the finding as preliminary and call for replication.

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Overview

Sample size is how many people or things a study actually measured. Small samples produce results that swing wildly by luck alone, which is why so many exciting small findings vanish when someone repeats them. But a large sample fixes only randomness, and it never fixes a badly chosen sample.
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Overview

Sample size is how many were actually studied. Small numbers swing on luck alone, which is why so many thrilling little studies quietly fail when anyone repeats them. But size only fixes randomness, and a big badly chosen sample is just a precisely wrong answer. 😎

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Detail

Every study measures a slice of the world and hopes that slice represents the whole, and the smaller the slice, the more luck decides what it sees. Toss a fair coin ten times and seven heads is ordinary; toss it a thousand times and seven hundred heads is extraordinary. Studies behave the same way, so a striking result from twenty participants is exactly what chance produces surprisingly often, which is one reason dramatic small-study findings vanish when other laboratories repeat the experiment. There is no universal right number, since it depends on the size of the effect and how much people differ. A national opinion poll needs around a thousand people for a margin of error near three points, whether the country holds five million people or three hundred million. Precision also gets expensive quickly, since halving that margin of error takes roughly four times as many participants. What size cannot buy is representativeness, so a sample that misses part of the population, such as surveying only young adults to understand all voters, stays biased however many you add. A million poorly chosen participants still produce a precisely wrong answer.
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Detail

Ask four friends whether the new season is any good and you have learned about four friends. Ask four hundred people and you are onto something. Small numbers are basically a coin flip wearing a lab coat, which is why the thrilling little study nobody can reproduce is practically its own genre. There is no magic number either, though a poll of about a thousand people can cover an entire country, and cutting your error bar in half costs you four times the participants. More people buy you precision and nothing else, because a bigger crowd of the wrong people is still the wrong crowd. The 1936 Literary Digest poll mailed ten million ballots, got 2.4 million back, and still called the election for the guy who lost. The people who responded were not representative of the country, and more replies from the same kind of people would only have produced an even more confident wrong answer. 😎

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Analogy

Judging a restaurant by one dish or by ten. One brilliant plate might mean the kitchen is superb, or might mean you got lucky with the chef's favourite. Ten plates across the menu tell you far more. But if all ten are desserts you still know nothing about the mains, because the problem was never how many dishes you ate: it was which ones you chose.
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Analogy

Deciding a city is unfriendly after one rude barista, versus after two weeks of talking to people. One encounter is a coin flip about that person's morning. Two weeks is a real read on the place. Unless you spent both weeks in the same airport, in which case no amount of extra time helps, because you were only ever meeting people having a bad day in a queue.

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Formal definition — The same term, explained the usual way

Sample size is the number of units observed in a study and governs the precision of its estimates: larger samples reduce random sampling error and narrow confidence intervals, while underpowered studies inflate the risk of both false negatives and exaggerated effect sizes among published results. Sample size does not correct sampling bias, since systematic exclusion of parts of the population yields precise but inaccurate estimates regardless of scale.

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