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1. Assume that the probability that there is a significant accident in a nuclear power plant during one year's time is .001. If a country has 100 nuclear plants, estimate the probability that there is at least one such accident during a given year. 2. An airline finds that 4 percent of the passengers that make reservations on a particular flight will not show up. Consequently, their policy is to sell 100 reserved seats on a plane that has only 98 seats. Find the probability that every person who shows up for the flight will find a seat available.
suppose the number of children who are obese in the united states grew from 1265966 in 2002 to 1819643 in 2007. use
List the names of all customers that have a credit limit less than $10,000.
the prevalence of tuberculosis in cows is known to be 6. in a randomly chosen sample of 100 cows from a herd of 5000
With3 discrete variables(50 states, urban, and rural) and2 continuous variables(average time, 5 types of transportation). I need themean, median, mode, standard deviation.
We assign 12 students randomly to each of the four possible cells in the design and obtain a score for each subject on the same 50 point test at the end of the semester.
In a Little League baseball game, team A s pitcher throws a strike 50% of the time and a ball 50% of the time, successive pitches are independent of one another, and the pitcher never hits a batter. Knowing this, team B s manager has instructed th..
question six hundred consumers were asked whether they would like to purchase a domestic or a foreign automobile. their
a deck of 52 cards is shuffled and a bridge hand of 13 cards is dealt out. let x and y denote respectively the number
If one invested in Stock A, Determine standard deviation of percentage return?
Historically, my HRV fleet averaged 40,000 miles between breakdowns with a 8000 mile standard deviation. I implemented Continuous Improvement teams to research better inspection methods and after the kaizen, I sampled, randomly 30 HRV cars and found ..
use a x2 test of association to test the claim that in the given contingency table the row variable and the column
Give a 99% confidence interval for the mean number of years general managers of major-chain hotels have spent with their current company.
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