Assume that arrivals come from two independent Poisson processes of males and females with respective rates of λ=4/hr and µ=6/hr.
If the system is currently empty, find the probability that
(a) there will be no arrivals in the next 10 minutes;
(b) there will be no arrivals in the next 10 minutes, given the last arrival was over 9 minutes ago;
(c) there will be no males arriving in the next 10 minutes, but at least one female;
(d) a male will arrive before a female;
(e) there will be exactly 10 arrivals in the next hour;
(f) there will be exactly 10 arrivals in the next hour and at least 9 of them are female;
(g) there will be exactly 10 arrivals in the next hour, of which exactly 5 came in the last half hour
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