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What is going to happen to the interval

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Question - The annual salaries (in thousands of rands) of people randomly sampled at Cape Town hotels are as follows: 234 204 267 198 179 210 260 290 198 199

A 95% confidence interval for the population mean μ has to be determined. From the given information, we can deduce that the data given are from a sample of size 10. The population standard deviation is not given; hence, we say that the standard deviation is unknown. We must use the data given to calculate a 95% confidence interval for the population mean, μ.

Suppose a 99% confidence interval is to be determined. What is going to happen to the interval?

A. It becomes an interval for proportions.

B. It becomes narrower.

C. It remains the same.

D. It becomes wider.

Reference no: EM132947033

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