(b) A simple random sample of 40 households is to be selected without replacement from a population of 1805 households. Explain how you would use a table of random digits to select the sample.

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(b) A simple random sample of 40 households is to be selected without replacement from a population of
1805 households. Explain how you would use a table of random digits to select the sample.
(c) A simple random sample of 2072 farms was drawn without replacement from a population of 75,308
farms in a province. The number of pigs ( z, ) on each farm was collected. The summary data for the
sample were as follows:
Σ-3.883 and Σ-599, 488
() Estimate the average number of pigs per farm and obtain a 95% confidence interval of the
estimate.
(i) Estimate the total number of pigs in the province and compute a 95% confidence interval
of the estimate.
Transcribed Image Text:(b) A simple random sample of 40 households is to be selected without replacement from a population of 1805 households. Explain how you would use a table of random digits to select the sample. (c) A simple random sample of 2072 farms was drawn without replacement from a population of 75,308 farms in a province. The number of pigs ( z, ) on each farm was collected. The summary data for the sample were as follows: Σ-3.883 and Σ-599, 488 () Estimate the average number of pigs per farm and obtain a 95% confidence interval of the estimate. (i) Estimate the total number of pigs in the province and compute a 95% confidence interval of the estimate.
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