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Let G be a random variable (RV) representing the operating temperature in degrees Kelvin of one instance of a manufacturing process, where G∼N (300,36). Let K be an RV representing the same process but measured in degrees Celsius. The conversion from Kelvin to Celsius is given by K=G−273.15. Find the probability that one randomly selected instance of the process will have an operating temperature greater than 308.5 Kelvin.
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