4.20 The Fish and Game Department of a particular state was concerned about the direction of its future hunting programs. To provide for a greater potential for future hunting, the department wanted...


4.20 The Fish and Game Department of a particular state was concerned about the direction<br>of its future hunting programs. To provide for a greater potential for future hunting, the<br>department wanted to determine the proportion of hunters seeking any type of game bird.<br>A simple random sample of n= 1000 of the N= 99,000 licensed hunters was obtained.<br>Suppose 430 indicated that they hunted game birds. Estimate p, the proportion of licensed<br>hunters seeking game birds. Place a bound on the error of estimation.<br>4.21 Using the data in Exercise 4.20, determine the sample size the department must obtain to<br>estimate the proportion of game bird hunters, given a bound on the error of estimation of<br>magnitude B=0.02.<br>

Extracted text: 4.20 The Fish and Game Department of a particular state was concerned about the direction of its future hunting programs. To provide for a greater potential for future hunting, the department wanted to determine the proportion of hunters seeking any type of game bird. A simple random sample of n= 1000 of the N= 99,000 licensed hunters was obtained. Suppose 430 indicated that they hunted game birds. Estimate p, the proportion of licensed hunters seeking game birds. Place a bound on the error of estimation. 4.21 Using the data in Exercise 4.20, determine the sample size the department must obtain to estimate the proportion of game bird hunters, given a bound on the error of estimation of magnitude B=0.02.

Jun 03, 2022
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