The central limit theorem applies in situations when $n$ constitutes a large proportion of the population.

Name: The central limit theorem applies in situations when $n$ constitutes a large proportion of the population.
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The central limit theorem applies regardless of the proportion of the population that $n$ (sample size) represents, as long as $n$ is sufficiently large (usually $n \geq 30$) and the population distribution is not significantly skewed.

The Central Limit Theorem Applies in Situations When nnn Constitutes a Large Proportion of the Population

The Central Limit Theorem Applies in Situations When $n$ Constitutes a Large Proportion of the Population