Which statement is true?
• A.
A sample statistic can never be equal to the population parameter.
O B. Point estimates are defined for both samples and populations.
O C.
To calculate a sample proportion, we
need to know the population size
O D.
To calculate a point estimate, we
need to know the sample size.

Which statement is true A A sample statistic can never be equal to the population parameter O B Point estimates are defined for both samples and populations O class=

Respuesta :

Answer: Choice D

To calculate a point estimate, we need to know the sample size.

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Explanation:

Let's go through the answer choices.

  • A) False. A sample statistic could equal to the population parameter. It won't always happen, but it might happen sometimes (in rare cases).
  • B) False. Point estimates are only defined for populations. They estimate a population parameter. For example, the sample mean xbar is a point estimate of the population mean (mu).
  • C) False. In practice, we will hardly know anything about the population. This includes the population size. The goal of statistics is to measure population parameters by using sample statistics as estimation methods.
  • D) True. We can easily calculate the sample size because it is relatively much smaller compared to the population. Plus, when selecting the sample, the sample size is often pre-determined to some set number. The sample size will help us determine things like the sample mean and the sample proportion.