Which of the following describes the relationship between the Central Limit Theorem and the Rule for Sample Proportions?
A) The Rule for Sample Proportions follows from the Central Limit Theorem by defining each observation in the sample to be either 1 or 0.
B) The Central Limit Theorem is a special case of the Rule for Sample Proportions.
C) There is no relationship because the Central Limit Theorem is about means and the Rule for Sample Proportions is about proportions.
D) The Central Limit Theorem is just a restatement of the Rule for Sample Proportions.

Question

Quizplus · Accepted Answer

The Central Limit Theorem (CLT) provides the foundation for the Rule for Sample Proportions by allowing the treatment of observations as binary outcomes (1 or 0), which then can be used to calculate proportions as means of these binary variables. This makes the Rule for Sample Proportions a specific application of the CLT.

Which of the Following Describes the Relationship Between the Central