The height of learners (in cm) at a high school can be described by the N(174.50,47.61) distribution. If 1000 learners are randomly selected from the school, how many of them would you expect to have a height of less than 160.0 cm?
This is a normal distribution with "\\mu=174.50,\\;\\sigma=\\sqrt{47.61}=6.9."
"P(X<160.0)=P(Z<\\frac{160-174.50}{6.9})=P(Z<-2.10)=0.0178."
Number of persons: "n=0.0178*1000=18."
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