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A computer drives to work each morning. The route she takes each day includes ten stoplights. Assume the probability each stoplight is red when she
A computer drives to work each morning. The route she takes each day includes ten stoplights.
Assume the probability each stoplight is red when she gets to it is 0.2 and that these stoplights
(trials) are independent. What is the distribution for X, the number of times she must stop for a
red light on her way to work? Evaluate P(X=0) and P(X<5).
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