Assertion: sample's number | /r/CapableOf | approach infinity
Facets:
Source sentences:
text: As the number of samples approaches infinity, the frequency distribution will approach the sampling distribution.
text: As the number of samples approaches infinity, the frequency distribution will approach the sampling distribution.
text: As the number of samples approaches infinity, the relative frequency distribution will approach the sampling distribution.
text: To be strictly correct, the relative frequency distribution approaches the sampling distribution as the number of samples approaches infinity.
text: More precisely, a relative frequency distribution approaches the sampling distribution as the number of samples approaches infinity.
text: Actually, the average of the sample averages approaches the population mean as the number of sample averages approaches infinity.
text: More precisely, a relative frequency distribution approaches the sampling distribution as the number of samples approaches infinity.
text: As the number of samples approaches infinity, the relative frequency distribution approaches the sampling distribution.
text: The Poisson distribution is also the limit of a binomial distribution, for which the probability of success for each trial equals λ divided by the number of trials, as the number of trials approaches infinity (see Related distributions).