What are the 95% central interval limits (α = .05)? (In words, what are the .025 and .975 quantiles?) =PERCENTILE(B4:B23,.025) and =PERCENTILE(B4:B23,.975) (Note that this is not a 95% interval.” Instead, we are “confidence estimating the proportion of the data that we expect to be within the given limits based upon the results of the simulation. We are defining the interval based upon the central proportion of the data.) The Data Analysis and Percentile” tool provides cumulative “Rank distribution information. Analysis→Rank and Percentile→<OK> →Data→Analysis:→Data
What are the 95% central interval limits (α = .05)? (In words, what are the .025 and .975 quantiles?) =PERCENTILE(B4:B23,.025) and =PERCENTILE(B4:B23,.975) (Note that this is not a 95% “confidence interval.” Instead, we are estimating the proportion of the data that we expect to be within the given limits based upon the results of the simulation. We are defining the interval based upon the central proportion of the data.) The Data Analysis “Rank and Percentile” tool provides cumulative distribution information. →Data→Analysis:→Data Analysis→Rank and Percentile→<OK>