Question 1. TRUE/FALSE Please answer the following questions rst whether each qu

Question

Question 1. TRUE/FALSE Please answer the following questions rst whether each question is TRUE or FALSE and provide a satisfactory explanation with 2-3 sentences. Answers only stating TRUE/FALSE will NOT recieve full points.
• Both probability and non-probability sampling methods always provide correct statistical inferences from a sample to a population. (TRUE/FALSE)
• According to the Central Limit Theorem, as the sample size gets larger, the sample mean will be normally distributed with mean µ (population mean) and standard deviation (population standard deviation). (TRUE/FALSE)
• The point estimates can dier from the corresponding population parameters. (TRUE/FALSE)

Explanation / Answer

• Both probability and non-probability sampling methods always provide correct statistical inferences from a sample to a population. (TRUE/FALSE)

TRUE, since the probability and non probability are sampling methods to do inferences from samples to a population

• According to the Central Limit Theorem, as the sample size gets larger, the sample mean will be normally distributed with mean µ (population mean) and standard deviation (population standard deviation). (TRUE/FALSE)

Tue, that is correct because the CLT said that the sample mean wll be normally distributed

• The point estimates can dier from the corresponding population parameters. (TRUE/FALSE)

True, that is because a point estamtes is just that an estimation about the parameters of population so it can be different

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