1. The mean scores of a random sample of 17 students who took a special test is 83.5. If the standard deviation of the scores is 4.1, and the sample comes from an approximately normal population, find...


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1. The mean scores of a random sample of 17 students<br>who took a special test is 83.5. If the standard deviation<br>of the scores is 4.1, and the sample comes from an<br>approximately normal population, find the point and the<br>interval estimates of the population mean adopting a<br>confidence level of 95%.<br>2. The mean age of youth volunteers in a community<br>project is 17.5 years with a standard deviation of 2 years.<br>If the sample comes from an approximately normal<br>distribution, what are the point and the interval estimates<br>of the population mean? Use 99% confidence level.<br>

Extracted text: 1. The mean scores of a random sample of 17 students who took a special test is 83.5. If the standard deviation of the scores is 4.1, and the sample comes from an approximately normal population, find the point and the interval estimates of the population mean adopting a confidence level of 95%. 2. The mean age of youth volunteers in a community project is 17.5 years with a standard deviation of 2 years. If the sample comes from an approximately normal distribution, what are the point and the interval estimates of the population mean? Use 99% confidence level.

Jun 07, 2022
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