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Two disks are independantly slected. What is the probability that neither contains a missing pulse if the poisson distribution parameter lamda=.2? Solution P(x=0) = e^-2 2^0/0! = e^-2 P(x=0) = e^-2 2^0 / 0! = e^-2 since both are independent !! the probability that neither contains a missing pulse = e^-2 * e^-2 = 0.0183 thus ans.

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Two disks are independantly slected. What is the probability that neither contains a missing pulse if the poisson distribution parameter lamda=.2? Solution P(x=0) = e^-2 2^0/0! = e^-2 P(x=0) = e^-2 2^0 / 0! = e^-2 since both are independent !! the probability that neither contains a missing pulse = e^-2 * e^-2 = 0.0183 thus ans

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Two disks are independantly slected. What is the probability that n.pdf

  • 1. Two disks are independantly slected. What is the probability that neither contains a missing pulse if the poisson distribution parameter lamda=.2? Solution P(x=0) = e^-2 2^0/0! = e^-2 P(x=0) = e^-2 2^0 / 0! = e^-2 since both are independent !! the probability that neither contains a missing pulse = e^-2 * e^-2 = 0.0183 thus ans