What is the probability that the shelf life of the
battery is between 500 and 550 days?
A certain type of battery has a mean shelf life of 600 days with a standard deviation of 28 days: "X\\sim N(600,28^2)."
"-P(Z\\le\\dfrac{500-600}{28})"
"\\approx P(Z<-1.7857)-P(Z\\le-3.5714)"
"\\approx0.03707-0.00018"
"\\approx0.0369"
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