Suppose that components have weights that are independent and uniformally distributed between 890 and 892. (a) Suppose

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Suppose that components have weights that are independent and uniformally distributed between 890 and 892.
(a) Suppose that components are weighed one by one. What is the probability that the sixth component weighed is the third component that weighs more than 891.2?
(b) If a box contains 200 components, what is the probability that at least half of them weigh more than 890.7?
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