[All Steps] Suppose it is known that resting pulse rate in the general population is distributed normal with μ = 74 and standard deviation σ = 5.
Question: Suppose it is known that resting pulse rate in the general population is distributed normal with \(\mu \) = 74 and standard deviation \(\sigma \) = 5. If a random sample of n = 25 is measured, what is the probability that the average of their resting pulse rates will be below 70 beats per minute?
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