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Lukas ran in a cross-country meet. He ran 3 miles in 23 minutes. Assume that the distribution of running times was normally distributed with a

Lukas ran in a cross-country meet. He ran 3 miles in 23 minutes. Assume that the distribution of running times was normally distributed with a mean of 25 minutes and SD = 1.5 minutes. What is the probability of randomly selecting a running time less than 23? In other words, what are the chances of randomly selecting a time that wasfasterthan Lukas's? Round to two decimal places.

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