Question: Construct a 95% confidence interval for a population proportion using repeated tests of significance to develop an interval of plausible values based on a sample

Construct a 95% confidence interval for a population proportion using repeated tests of significance to develop an interval of plausible values based on a sample proportion of 0.52 from a sample of 300. Use two-sided tests with the following values under the null hypothesis to fi nd the needed corresponding p-values to construct the interval.

Null p-value Null p-value Proportion - 0.45 Proportion = 0.53 Proportion = 0.46 Proportion = 0.54 Proportion = 0.47 Prop

Null p-value Null p-value Proportion - 0.45 Proportion = 0.53 Proportion = 0.46 Proportion = 0.54 Proportion = 0.47 Proportion = 0.55 %3D Proportion = 0.48 Proportion = 0.56 %3! Proportion = 0.49 Proportion = 0.57 Proportion = 0.58 Proportion = 0.50 Proportion = 0.51 Proportion = 0.59 Proportion = 0.52 Proportion = 0.60

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