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A company that manufactures gasoline station pumps must ensure that it pumps at least 1 gallon of gasoline 84% of the time. If the population of pump amounts for a particular pump is normally distributed with mean μ and standard deviation σ = 0.05 of a gallon, what is the smallest value of μ that will ensure that this requirement is met? (Round to the nearest 0.01 ounce)

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