The analyst needs to know whether the gap is a real change in taste or just chance, since any sample of 150 will differ a little from the true figure. A z-test for one proportion answers this. It measures how many standard errors the sample result lies

Statistics

ScanSolve AI Answer

The statement accurately describes the purpose of a z-test for one proportion: it is used to determine if an observed difference in a sample proportion from a hypothesized population proportion is statistically significant or merely due to random chance, by measuring the difference in terms of standard errors.

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