The quality control section of a purchasing contract for valves specifies that the diameter must be between
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The quality control section of a purchasing contract for valves specifies that the diameter must be between 2.53 and 2.57 cm. Assume that the production equipment is set so that the mean diameter is 2.56 cm and the standard deviation is 0.01 cm. What percent of valves produced, over the long run, will be within these specifications, assuming a normal distribution?
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