# Question

In college basketball, a turnover is defined as losing possession of the basketball to the opposing team. During a recent basketball season, the Villanova Wildcats averaged 13 turnovers per game. Assume the number of turnovers per game follows the Poisson distribution.

a. What is the probability that Villanova will have eight turnovers during a game?

b. What is the probability that Villanova will have less than 10 turnovers during a game? (I suggest using Excel for this problem.)

c. What is the probability that Villanova will have more than 15 turnovers during a game? (I suggest using Excel for this problem.)

d. What is the probability that Villanova will have four turnovers during the first half of a game?

a. What is the probability that Villanova will have eight turnovers during a game?

b. What is the probability that Villanova will have less than 10 turnovers during a game? (I suggest using Excel for this problem.)

c. What is the probability that Villanova will have more than 15 turnovers during a game? (I suggest using Excel for this problem.)

d. What is the probability that Villanova will have four turnovers during the first half of a game?

## Answer to relevant Questions

Customers arrive at a local ice cream stand at an average rate of 16 per hour and follow a Poisson distribution. a. What is the probability that two customers will arrive during the next 15 minutes? b. What is the ...According to hybridcars. com, the market share of hybrid cars in the United States in February 2013 is 3.4%. Consider a random sample of 20 cars in the United States. a. Use the binomial distribution to determine the ...Packer Fan Tours is the official tour company for the Green Bay Packers of the NFL. One of the events in its package is to sponsor a reception the night before a game for fans that is attended by three of the players from ...The average price of a 42- in. television on Best Buy’s Web site is $ 790. Assume the price of these televisions follows the normal distribution with a standard deviation of $ 160. a. What is the probability that a ...An exponential probability distribution has a mean equal to 10 minutes per customer. Calculate the following probabilities for the distribution: a. P(x < 12) b. P(x < 2) c. P(x < 10) d. P(x < 5)Post your question

0