Suppose that in a city, the number of suicides can be
approximated by a poisson process with = .11 per day
and use 1 year = 365 days.
(a) Starting from time 0 (using "year" as the unit of time), what us the distribution of T1= time until the next suicide? of T5 = time until the fifth suicide ? write down pdf for each of these random variables.
(b) Find the chance that it takes at least .5 year until the fifth suicide and the chance that it takes at least 1.0 year until the fifth suicide.

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Suppose that in a city, the number of suicides can be approximated by a poisson process...
PROBLEM 2 The number of accidents in a certain city is modeled by a Poisson random variable with average rate of 10 accidents per day. Suppose that the number of accidents in different days are independent. Use the central limit theorem to find the probability that there will be more than 3800 accidents in a certain year. Assume that there are 365 days in a year.
Question D
C. In Regular Bus City, there is a shuttle bus that goes between Stop A and Stop B, with no stops in between. The bus is perfectly punctual and arrives at Stop A at precise five minute intervals (6:00, 6:05, 6:10, 6:15, etc.) day and night, at which point it immediately picks up all passengers waiting. Citizens of Regular Bus City arrive at Stop A at Poisson random times, with an average of 5 passengers arriving every minute,...
Q2 Multiple Choice You are going fishing. For each of the following random variables, select the distribution (Binomial, Geometric, Poisson, Exponential, or Normal) that best characterizes or approximates it. Q2.1 You catch an expected number of 1.5 fish per hour. You can catch a fish at any instant of time. Which distribution best characterizes the number of fish you catch in one hour of fishing? O Binomial O Geometric O Poisson O Exponential O Normal Save Answer Q2.2 You catch...
Please help me understand these different distributions! I will
kindly rate.
Q2 Multiple Choice You are going fishing. For each of the following random variables, select the distribution (Binomial, Geometric, Poisson, Exponential, or Normal) that best characterizes or approximates it. Q2.1 You catch an expected number of 1.5 fish per hour. You can catch a fish at any instant of time. Which distribution best characterizes the number of fish you catch in one hour of fishing? O Binomial O Geometric...
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