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Title: The speed of cars traveling down a particular road follows a distribution that is not bell-shaped ... Post by: clcharleston on Jan 26, 2018 The speed of cars traveling down a particular road follows a distribution that is not bell-shaped and symmetrical has a mean equal to 50 miles per hour (MPH) and a standard deviation equal to 6 MPH. What is the minimum percent of cars that would be expected to fall between 38 MPH and 62 MPH?
Title: The speed of cars traveling down a particular road follows a distribution that is not bell-shaped ... Post by: JMENDEZ on Jan 26, 2018 Using Chebyshev's Theorem, we would expect 75 of the cars to fall within these limits.
Title: The speed of cars traveling down a particular road follows a distribution that is not bell-shaped ... Post by: clcharleston on Jan 26, 2018 :idea: Very good answer
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