Weight is an example of a discrete random variable.
The number of questions that you answer correctly on this practice quiz is an example of a discrete random variable.
The number of defective items produced is an example of a discrete random variable.
The expected value of a random variable is the most likely value of the random variable.
The expected value for a random variable must be a possible value of that random variable.
An analyst believes that the earnings per share for Company A for the next fiscal year will have the following distribution:
Earnings/share Probability
$1.16 0.1
$1.17 0.1
$1.18 0.2
$1.19 0.2
$1.20 0.4
The analysts expected earnings per share for company A is
An analyst believes that the earnings per share for Company A for the next fiscal year will have the following distribution:
Earnings/share Probability
$1.16 0.1
$1.17 0.1
$1.18 0.2
$1.19 0.2
$1.20 0.4
The standard deviation of the earnings per share estimates for company A is
Which of the following is not a property of the binomial experiment?
x is a binomial random variable with n = 10 and p = .2. Find E(x).
x is a binomial random variable with n = 10 and p = .2. Find .
x is a binomial random variable with n = 10 and p = .2. Find f(3).
During weekday mid-morning hours, phone calls arrive at a motel chain's 800 number reservation center at the rate of 60 per hour. If the probability of a call arriving is the same during any two periods of equal length during these hours and the arrival or nonarrival of a call in any time period is independent of the arrival or nonarrival of a call in any other time period of equal length during these hours, then the Poisson probability distribution is applicable.
During weekday mid-morning hours, phone calls arrive at a motel chain's 800 number reservation center at the rate of 60 per hour. The probability of a call arriving is the same during any two periods of equal length during these hours. The arrival or nonarrival of a call in any time period is independent of the arrival or nonarrival of a call in any other time period of equal length during these hours. What is the probability of at least five calls in a 10-minute period during weekday mid-morning hours?
During weekday mid-morning hours, phone calls arrive at a motel chain's 800 number reservation center at the rate of 60 per hour. The probability of a call arriving is the same during any two periods of equal length during these hours. The arrival or nonarrival of a call in any time period is independent of the arrival or nonarrival of a call in any other time period of equal length during these hours. What is the probability of exactly five calls in a 10-minute period during weekday mid-morning hours?
A class with 10 students will be split into five teams of two students each. There are four women and six men in the class. What is the probability that the first team chosen will have two men?