Simple random sampling has been used to obtain a sample of 50 elements from a population of 800. The sample mean was 21.5, and the sample standard deviation was found to be 20. Estimate the population mean.                                    Estimate the standard error of the mean.         iii. Develop an approximate 95% confidence interval for the population mean   b. A county had 724 corporate tax returns filed. The mean annual income reported was 161.22 with a standard deviation of 31.3. How large a sample will be necessary next year to develop an approximate 95% confidence interval on mean annual corporate earnings? The precision required is an interval width of no more than

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Simple random sampling has been used to obtain a sample of 50 elements from a population of 800. The sample mean was 21.5, and the sample standard deviation was found to be 20.

Estimate the population mean.                                   

Estimate the standard error of the mean.        

iii. Develop an approximate 95% confidence interval for the population mean

 

b. A county had 724 corporate tax returns filed. The mean annual income reported was 161.22 with a standard deviation of 31.3. How large a sample will be necessary next year to develop an approximate 95% confidence interval on mean annual corporate earnings? The precision required is an interval width of no more than

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