In a newspaper ad, a car dealer lists a 2001 Chrysler, a2010 Ford, and a 2008 Buick. If the numbers of inquiries he will get about these cars may be regarded as indepen-dent random variables having Poisson distributions with the parameters λ1 = 3.6, λ2 = 5.8, and λ3 = 4.6, what arethe probabilities that altogether he will receive(a) fewer than 10 inquiries about these cars;(b) anywhere from 15 to 20 inquiries about these cars;(c) at least 18 inquiries about these cars?

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In a newspaper ad, a car dealer lists a 2001 Chrysler, a
2010 Ford, and a 2008 Buick. If the numbers of inquiries
he will get about these cars may be regarded as indepen-
dent random variables having Poisson distributions with
the parameters λ1 = 3.6, λ2 = 5.8, and λ3 = 4.6, what are
the probabilities that altogether he will receive
(a) fewer than 10 inquiries about these cars;
(b) anywhere from 15 to 20 inquiries about these cars;
(c) at least 18 inquiries about these cars?
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