Question: Researchers often create multiple 95% confidence intervals based on a given data set. For example, if the variable of interest is home price and there

Researchers often create multiple 95% confidence intervals based on a given data set. For example, if the variable of interest is home price and there are five neighborhoods in the population, they might create 10 confidence intervals, one for each difference between mean home prices for a given pair of neighborhoods. (There are 10 pairs.) Can they then conclude that there is 95% confidence that all 10 of their confidence intervals will include the corresponding population mean differences? Why or why not?

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