Truck driver at the border tool station to be cleared at a rate of two per hour the distribution of arrivals approximates a poisson distribution
What is the probability that no truck arrives in a particular hour
What is the probability that at least one truck arrives during a particular hour
Let "X=" the number of tracks arrived: "X\\sim Po(\\lambda)."
Given "\\lambda=2"
"P(X\\geq 1)=1-P(X=0)=1-\\dfrac{e^{-2}\\cdot2^0}{0!}"
"=1-e^{-2}\\approx0.864665"
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