Assume that the height of FIU students is a normal random variable with mean 5.65 feet and standard deviation 0.3 feet.
(a) Calculate the probability that a randomly selected student has height between 5.45 and 5.85 feet.
(b) What is the proportion of students above 6 feet?
Given that, mean (μ) = 5.65 feet and
standard deviation = 0.3 feet
a) We want to find, P(5.45 < X < 5.85)
Therefore, required probability is 0.4972
b) We want to find, P(X > 6)
Therefore, required probability is 0.1210
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