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environmentalists want to estimate the percent of trees in a large forest that are infested with a certain beetle. the environmentalists will select a random sample of trees to inspect. which of the following is the most appropriate method for creating such an estimate? responses a two-sample z -interval for a population proportion a two-sample z -interval for a population proportion a one-sample z -interval for a sample proportion a one-sample z -interval for a sample proportion a one-sample z -interval for a population proportion a one-sample z -interval for a population proportion a two-sample z -interval for a difference between sample proportions a two-sample z -interval for a difference between sample proportions a two-sample z -interval for a difference between population proportions

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User KarstenF
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1 Answer

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A two-sample z-interval for a population proportion. This method is used to create an estimate of the percentage of trees in a large forest that are infested with a certain beetle by taking a random sample of trees to inspect.

A two-sample z-interval for a population proportion is the most appropriate method for creating an estimate of the percent of trees in a large forest that are infested with a certain beetle. This method involves taking a random sample of trees from the forest and inspecting them to determine the proportion of infested trees. The sample size chosen should be large enough to provide a reliable estimate of the proportion of trees in the population that are infested. A two-sample z-interval is then used to calculate a confidence interval for the population proportion, which can be used to estimate the overall percent of trees in the forest that are infested with the beetle. This method can provide a reliable estimate of the percent of trees in the forest that are infested with the beetle, allowing environmentalists to make informed decisions regarding management of the forest.

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User Skander
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