The breaking distances from a speed of 60 mph to a complete stop on dry pavement are normally distributed for cars, with a mean of 136 feet and a standard deviation of 4 . 66 feet. a. Find the probability that a randomly selected car w ill have a breaking distance of less than 130 feet. b. Find the probability that a randomly selected car will have a breaking distance of over 145 feet. c. Find the probability that a randomly selected car will have a breaking distance between 132 feet and 139 feet.

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The breaking distances from a speed of
60
mph to a complete stop on dry pavement are
normally distributed for cars, with a mean of
136
feet and a standard deviation of
4
.
66
feet.
a.
Find the probability that a randomly selected car w
ill have a breaking distance of
less than
130
feet.
b.
Find the probability that a randomly selected car will have a breaking distance of
over
145
feet.
c.
Find the probability that a randomly selected car will have a breaking
distance
between
132
feet and
139
feet.
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