If we assume nothing about the shape of the distribution
The mean lifetime of a certain tire is 30,000 miles and the standard deviation is 2500 miles.
If we assume nothing about the shape of the distribution, approximately what percentage of all such tires will last between 25,000 and 37,500 miles?
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x is a binomial random variable with n400 n 400 and p01 p 01 use the normal approximation to binomial probabilities
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a recent survey of gasoline prices indicated that the national average was 4098 per gallon the dallas automobile club
the mean lifetime of a certain tire is 30000 miles and the standard deviation is 2500 milesif we assume nothing about
suppose that a company wants to get a better handle on operational losses at its manufacturing plants caused by
the average number of operational losses in a year at a particular plant is 18 so the number of losses in a year is
assume that the sales of teris specialty cakes has historically followed a normal distribution with an average of 250
the temperature range of the oven follows a normal distribution with a mean of 450degf and a standard deviation of
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