A land surveyor measured the distance between two points repeatedly and found that the mean value is 1,000 feet and the standard deviation is 0.5 feet. What is the upper bound of the probability that subsequent measurements of the same distance will give values greater than 1,005 feet or less than 995

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 A land surveyor measured the distance between two points repeatedly and found that the
mean value is 1,000 feet and the standard deviation is 0.5 feet. What is the upper bound of
the probability that subsequent measurements of the same distance will give values greater
than 1,005 feet or less than 995 feet?

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