As a policy of quick serving restaurant. A customer complaint needs to be attended immediately. On an average on a given day 4 customers complaints. Find the following probabilities.
A) P ( No complaints)
B) P ( At most 2 complaints)
Poisson (X)=per 4 customer
the required probability "P(x)=\\frac{e^{-\\mu}\\times \\mu^n}{x!}"
x>1 so
"P(0)=\\frac{e^{-4}\\times 4^0}{1}=\\frac{1}{e^4}"
Now, n=2
"P(x)=\\frac{e^{-4}\\times 4^2}{0!}=\\frac{16}{e^{4}}"
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