The lengths of home runs hit by players for the Mets have
approximately a normal distribution with μ = 399 feet and a
standard deviation of σ=31.16 feet. Suppose that we randomly select
81 home runs hit by players of the Mets. Let X be the random
variable representing the mean length of home runs in feet and let
Xtot be the random variable representing the sum of the lengths of
the home runs in feet for the 81 selected home runs.
g) What is the probability that 390 < X <
400?
h) What is the probability that Xtot > 32000?
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