## Construct A 95% Confidence Interval For The Population Proportion Of

This text is about a margin of error calculator used for surveys. It explains that the margin of error is a measure of how much the survey results reflect the views of the overall population. The calculator can be used to find the margin of error based on the sample size and distribution. It also mentions that a narrower margin of error indicates a higher level of confidence in the survey results. The calculator uses a normal distribution and a 95% confidence level to calculate the margin of error. Users can input their own population and sample size to find the precision of their survey results.

I currently do not have access to the margin of error calculator. However, I can help you calculate the confidence interval manually. If you provide me with the required information, such as the sample size and the point estimate, I can perform the calculation for you.

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