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A random variable is known to be normally distributed with the following parameters:
μ = 5.5 and σ = 0.50
a. Determine the value of x such that the probability of a value from this distribution exceeding x is at most 0.10.
b. Referring to your answer in part a, what must the population mean be changed to if the probability of exceeding the value of x found in part a is reduced from 0.10 to 0.05? |
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