Understanding how to calculate a 95% prediction interval in Excel is essential for anyone looking to make informed forecasts based on their data. This statistical tool helps quantify the uncertainty of future observations based on existing data points.
While Excel's traditional functions can be tedious and time-consuming for statistical calculations, we'll show you both the manual process and how Sourcetable's AI chatbot can instantly generate prediction intervals through simple conversation. Skip the complex formulas and try Sourcetable to create prediction intervals and any other spreadsheet analysis with just a few words.
The 95% prediction interval in Excel can be calculated using the formula:
The predicted value (
To calculate the t-critical value (t
Prediction intervals are wider than confidence intervals as they account for single-point prediction variability. The ANOVA output in Excel can be used when working with multiple regression prediction intervals.
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The formula is ŷ0 +/- tα/2,df=n-2 * s.e., where ŷ0 is the predicted value (calculated using FORECAST() or FORECAST.LINEAR()), tα/2,df=n-2 is the t-critical value, and s.e. is the standard error.
Use either the =FORECAST() or =FORECAST.LINEAR() function in Excel - both will return the same predicted value for your calculation.
For a 95% prediction interval, use α/2 = 0.025 (calculated as 0.05/2) in the t-critical value formula.
Calculating a 95% prediction interval in Excel requires several steps and complex formulas. The process can be time-consuming and prone to errors, especially for users who aren't statistics experts.
Sourcetable eliminates these challenges by providing instant, accurate calculations through its AI chatbot. You can get prediction intervals and other statistical analyses without manual formula entry.
For easier statistical calculations and spreadsheet automation, try Sourcetable today.