Suppose an insurance firm has three groups of insured people who have claim distribution of the form: 3000 of claims follow an N(μ= 5000; ?2=500000) distribution , 2500 of claims follow an N(μ= 6000; ?2= 600000) distribution, and 4500 of claims follow an N(μ= 7000; ?2= 700000) distribution. i) What is the probability that a random claim will exceed $6,000? ii) Calculate the probability

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A: Probability of the school's graduates =p=54% n=sample size=9

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Q: Suppose that in the population twenty out of twenty-five Armenian companies are expecting bad…

A: Given: p=2025=0.8n=25

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Q: Suppose an RMG production line is known to have 6.6 flaws (defects) in every 50 products. a. What is…

A: Given6.6 flaws in every 50 productsfor single product=6.650=0.132a)for 100 productsλ=0.132×100λ=13.2