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A company produces tortillas that are supposed to have an average diameter of 6 inches. Each of the tortillas the machine produces are slightly different,

A company produces tortillas that are supposed to have an average diameter of 6 inches. Each of the tortillas the machine produces are slightly different, but the distribution of diameters is approximately normal with a mean of 6.05 inches and a standard deviation of 0.2 inches. Suppose 10 tortillas are randomly selected. What is the approximate probability that the mean diameter of the 10 tortillas is less than claimed?

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