The height of the students at Great Lake University is normally distributed with a mean (mu) of 68 and a standard deviation (sigma) of 2 inches. If one student is selected randomly from this university, what is the probability that the height of this students will be between 66 and 72 inches? A. Probability = 0.9772 B. Probability = 0.1587 C. Probability = 0.0228 D. Probability = 0.8185 Answer: ___________

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The height of the students at Great Lake University is normally distributed with a mean (mu) of 68 and a standard deviation (sigma) of 2 inches. If one student is selected randomly from this university, what is the probability that the height of this students will be between 66 and 72 inches? A. Probability = 0.9772 B. Probability = 0.1587 C. Probability = 0.0228 D. Probability = 0.8185 Answer: ___________

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