LOS k: Discuss the issues regarding selection of the appropriate sample size, data-mining bias, sample selection bias, survivorship bias, look-ahead bias, and time-period bias.
When sampling from a population, the most appropriate sample size:
A) |
minimizes the sampling error and the standard deviation of the sample statistic around its population value. | |
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C) |
involves a trade-off between the cost of increasing the sample size and the value of increasing the precision of the estimates. | |
A larger sample reduces the sampling error and the standard deviation of the sample statistic around its population value. However, this does not imply that the sample should be as large as possible, or that the sampling error must be as small as can be achieved. Larger samples might contain observations that come from a different population, in which case they would not necessarily improve the estimates of the population parameters. Cost also increases with the sample size. When the cost of increasing the sample size is greater than the value of the extra precision gained, increasing the sample size is not appropriate. |