A civil engineer takes a public ride going to his firm. The average time for this trip is 24 minutes, with a standard deviation of 3.80 minutes. Find the probability that 2 of the next 3 trips will take at least 1/2 hour.
let's find the probability that a trip will take at least 1/2 hour
"P(X\\ge30)=1-P\n(X<30)"
"=1-P(\\frac{X-\\mu}{\\sigma}<\\frac{30-24}{3.8})"
"=1-P(Z<1.58)"
"=1-0.9429"
"=0.0571"
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