The mean number of visitors at a national park in one weekend is 52. Assume the variable follows a poisson distribution. Find th
e probability that there will be 58 visitors at this park in one weekend. That is, find P(X=58)
1 answer:
Answer:
0.0374722
Step-by-step explanation:
Given that :
μ = 52
x = 58
P(x, μ) = (e^-μ) * (μ^x)/ x!
P(58, 52) = ((e^-52) * (52^58)) / 58!
P(58, 52) = [(2.6102E−23 * 3.37437E99) / 2.35056E78]
P(58, 52) = 8.80807E76 / 2.35056E78
P(58, 52) = 0.0374722
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