# Question: According to the Department of Transportation United Airlines lost an

According to the Department of Transportation, United Airlines lost an average of 3.87 bags per 1,000 passengers during 2012. Assume the number of lost bags follows the Poisson distribution.

a. What is the probability that, over the next 1,000 United passengers, nobody will lose their bag?

b. What is the probability that, over the next 1,000 United passengers, less than three will lose their bag?

c. What is the probability that, over the next 500 United passengers, nobody will lose their bag?

d. What is the probability that, over the next 500 United passengers, less than three will lose their bag?

a. What is the probability that, over the next 1,000 United passengers, nobody will lose their bag?

b. What is the probability that, over the next 1,000 United passengers, less than three will lose their bag?

c. What is the probability that, over the next 500 United passengers, nobody will lose their bag?

d. What is the probability that, over the next 500 United passengers, less than three will lose their bag?

## Answer to relevant Questions

According to the National Hurricane Center, the average number of hurricanes during the Atlantic season, which runs from June 1 to November 30, was 6.5 hurricanes per year from 1982 to 2012. Assume the number of hurricanes ...A grocery store has 18 two liter bottles of diet cola on the shelf, four of which have exceeded their shelf life date. You randomly select three bottles of diet cola without checking the expiration date. Determine the ...Kohls Candy Company developed a new consumer product that is expected to earn $ 4,000 in profit each year if consumer demand is low, $ 20,000 per year if consumer demand is moderate, and $ 36,000 per year if consumer demand ...According to e-Marketer, adults in the United States average 82 minutes per day on mobile devices in 2012. Assume that minutes per day on mobile devices follow the normal distribution and has a standard deviation of 27 ...An exponential probability distribution has lambda equal to 24 customers per hour. What is the probability that the next customer will arrive a. Within the next minute? b. Within the next 30 seconds? c. Within the next 5 ...Post your question