Suppose we can expect some event to occur l times over some interval of time. Then the probability that the event will occur exactly x times during a span of that same length of time is given by this formula: P(x;l)where and Just substitute in the formula: P(0;1.8) Any number to the zero power is 1 and zero factorial is 1, so P(0;1.8) Edwin
Hi,
POISSON Distribution
P(x; μ) =where μ is the average number of successes
P(x = 0) =16.53%
0r TI: poissonpdf(mean, x-value)= poissonpdf(1.8,0)