C. Determine the sample size using the Slovin's Formula 7. Suppose that you have a group of 15,000 city government employees and you want to survey them to find out which tools are best suited to...


C. Determine the sample size using the Slovin's Formula<br>7. Suppose that you have a group of 15,000 city government employees and you want to survey them to<br>find out which tools are best suited to their jobs. You decide that you are happy with a margin of error<br>of 0.05 (5% error tolerance). Using Slovin's formula, you would be required to survey n N/ (1+ Ne)<br>people.<br>8. Suppose that you have a group of 15,000 city government employees and you want to survey them to<br>find out which tools are best suited to their jobs. You decide that you are happy with a margin of error<br>of 0.15 (15% error tolerance). Using Slovin's formula, you would be required to survey n = N/ (1 + Ne?)<br>people.<br>9. Suppose that you have a group of 2,500 city government employees and you want to survey them to<br>find out which tools are best suited to their jobs. You decide that you are happy with a margin of error<br>of 0.05 (5% error tolerance). Using Slovin's formula, you would be required to survey n = N/ (1+ Ne

Extracted text: C. Determine the sample size using the Slovin's Formula 7. Suppose that you have a group of 15,000 city government employees and you want to survey them to find out which tools are best suited to their jobs. You decide that you are happy with a margin of error of 0.05 (5% error tolerance). Using Slovin's formula, you would be required to survey n N/ (1+ Ne) people. 8. Suppose that you have a group of 15,000 city government employees and you want to survey them to find out which tools are best suited to their jobs. You decide that you are happy with a margin of error of 0.15 (15% error tolerance). Using Slovin's formula, you would be required to survey n = N/ (1 + Ne?) people. 9. Suppose that you have a group of 2,500 city government employees and you want to survey them to find out which tools are best suited to their jobs. You decide that you are happy with a margin of error of 0.05 (5% error tolerance). Using Slovin's formula, you would be required to survey n = N/ (1+ Ne") people. 10. Suppose that you have a group of 2,500 city government employees and you want to survey them to find out which tools are best suited to their jobs. You decide that you are happy with a margin of error of 0.15 (15% error tolerance). Using Slovin's formula, you would be required to survey n = N/(1+ Ne?) people.

Jun 08, 2022
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