Bank customers arrive randomly on week days afternoon at an average of 3.2 customers every 4 minutes. What is the probability of having more than 7 customers in a 4 minute interval on a week day afternoon?
"P(x) =\\frac{ \u03bb^x \\times e^{- \u03bb}} { x!} \\\\\n\n\u03bb = 3.2 \\\\\n\nx = 7 \\\\\n\nP(X>7) =1-P(X=0)-P(X=1)-P(X=2)-P(X=3)-P(X=4)-P(X=5)-P(X=6)-P(X=7)"
Poisson distribution was used.
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You are welcome experts. We are there for each other and I really appreciate your great inputs in helping me out. Let's keep abreast with each other in due course as I build up my career in Accountancy and Computer Science disciplines.
Dear Vincent.K. Miyato, thank you for correcting us.
Attention experts! I feel there was an oversight on this question. Average rate of value (mean)= 3.2 Poisson random variable (X) =7 What do you think? Please confirm and revert back. Regards
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