it is claimed that the following data comes from a Poisson
distribution with mean 5.
test the claim at a 0.01 level of significance
score
< = 3
4
5
6
> = 7
total
frequency
6
9
10
7
4
36
Real life applications of Poisson distribution with explain
Or
The uses of Poisson distribution in real life and how?
and Real life applications of Hypergeometric , binomial ,
geometric distribution with explain
Or
The uses of Hypergeometric, binomial, geometric distribution
in real life and how?
Consider a Poisson distribution in which the offspring
distribution is Poisson with mean 1.3. Compute the (finite-time)
extinction probabilities un = P{ Xn = 0 |
X0 = 1 } for n = 0, 1, . . . , 5. Also compute the
probability of ultimate extinction u∞.