7. The numbers of automobiles (cars and motorcycles) passing a check point per unit time fullow a P'oisson distribution. Suppose on average 2 cars pass a given check point every hour and ori averag: 3...


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Answer a, b, c, d


7. The numbers of automobiles (cars and motorcycles) passing a check point per unit time fullow a<br>P'oisson distribution. Suppose on average 2 cars pass a given check point every hour and ori averag:<br>3 motorcycles pass the same check point every half hour. Find, leaving your answers in term: of<br>e, the probability that in a given hour<br>(a) two cars and three motorcycles pass by.<br>(b) just three motorcycles pass by,<br>(c) nothing passes by,<br>(d) a total of five cars or motorbikes pass by the check point.<br>

Extracted text: 7. The numbers of automobiles (cars and motorcycles) passing a check point per unit time fullow a P'oisson distribution. Suppose on average 2 cars pass a given check point every hour and ori averag: 3 motorcycles pass the same check point every half hour. Find, leaving your answers in term: of e, the probability that in a given hour (a) two cars and three motorcycles pass by. (b) just three motorcycles pass by, (c) nothing passes by, (d) a total of five cars or motorbikes pass by the check point.

Jun 08, 2022
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