Can small changes in the tails of a distribution result in, Basic Statistics

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Can small changes in the tails of a distribution result in

1. If after one year, the annual mileage of privately owned cars is normally distributed with mean 14,000 miles and standard deviation 3500, what is the probability that a car has mileage greater than 20,000 miles?

2. Can small changes in the tails of a distribution result in large changes in the population mean, µ, relative to changes in the median?

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Basic Statistics: Can small changes in the tails of a distribution result in

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