8)- In a Technometrics, May 1985 article, Vardeman and Ray suggest that the number of industrial accidents can be modeled by an exponential distribution. Suppose the number of accidents per hour at an industrial plant is exponentially distributed with mean u = 0.5. 1. What is the probability that at least one accident will occur in a randomly selected hour at the industrial plant? 2. What is the probability that less than two accidents will occur in a randomly selected hour at the industrial plant?

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8)- In a Technometrics, May 1985 article, Vardeman and Ray suggest that the number of industrial accidents can be modeled by an exponential
distribution. Suppose the number of accidents per hour at an industrial plant is exponentially distributed with mean u = 0.5.
1. What is the probability that at least one accident will occur in a randomly selected hour at the industrial plant?
2. What is the probability that less than two accidents will occur in a randomly selected hour at the industrial plant?
9)- Suppose the random variable y has a Weibull density function with a = 4 and B = 100,
Transcribed Image Text:8)- In a Technometrics, May 1985 article, Vardeman and Ray suggest that the number of industrial accidents can be modeled by an exponential distribution. Suppose the number of accidents per hour at an industrial plant is exponentially distributed with mean u = 0.5. 1. What is the probability that at least one accident will occur in a randomly selected hour at the industrial plant? 2. What is the probability that less than two accidents will occur in a randomly selected hour at the industrial plant? 9)- Suppose the random variable y has a Weibull density function with a = 4 and B = 100,
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