presman

In which cases, THE POISSON DISTRIBUTION ARISES.

Can some one explain it its own words please?
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magicphil
"THE POISSON DISTRIBUTION ARISES IN THE FOLLOWING TWO SITUATIONS: - It is a limiting approximation to the binomial distribution, when p, the probability of success is very small but n, the number of trials is so large that the product np = μ is of a moderate size; - a distribution in its own right by considering a POISSON PROCESS where events occur randomly over a specified interval of time or space or length. Source: http://in.docsity.com/en-docs/T_Distribution-Statistics-Solved_Quizes_"
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aish
Within probability theory along with figures, the actual Poisson syndication marked is often a under the radar likelihood distribution that will expresses your odds of the volume of functions happening within a repaired period of your time and/as well as place in the event these kind of situations hap using a known ordinary rate in addition to severally of that time period since the final occasion.
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