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A certain data set consists of 200 observations and has a sample mean of 100 and a sample standard deviation of 10 According to Chebysehv’s rule, the interval (80,120) contains at least how many observations?
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at least \( 1−\frac{1}{k^2}\) of the data lie within k standard deviations of the mean. I would first figure out how far 80 is from the mean of 100 and divide by 10 to get the number of standard deviations. that will be "k"
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