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Costumers appear at the counter of a PVR theatre at a rate of 120 per hour. Find the probability that during a given minute (a)No customer appears (b)Only one costumer appears (c)at least one costumer appears (d)between one and three customers appear (inclusive) (e)at most 2 customers appear
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i am going to guess poisson for this one
120 per hour means 2 per minute, use \(\lambda=2\)
\[P(k=0)=e^{-\lambda}=e^{-2}\] for the first one
second one is \[P(K=1)=2e^{-2}\]
Is tat correct?
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general form is \[P(x=k)=\frac{\lambda^ke^{-k}}{k!}\]
i should have written for the second answer \[P(x=1)=2e^{-2}\]
at least one means not none, compute \[1-e^{-2}\]
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