Services
Discover
Ask a Question
Log in
Sign up
Filters
Done
Question type:
Essay
Multiple Choice
Short Answer
True False
Matching
Topic
Statistics
Study Set
Business Statistics
Exam 5: Discrete Probability Distributions
Path 4
Access For Free
Share
All types
Filters
Study Flashcards
Practice Exam
Learn
Question 121
Multiple Choice
The number of customers who enter a bank is thought to be Poisson distributed with a mean equal to 10 per hour.What are the chances that no customers will arrive in a 15-minute period?
Question 122
Multiple Choice
A corporation has 11 manufacturing plants.Of these,7 are domestic and 4 are located outside the United States.Each year a performance evaluation is conducted for 4 randomly selected plants. What is the probability that a performance evaluation will include 2 or more plants from outside the United States?
Question 123
Multiple Choice
Previous research shows that 60 percent of adults who drink non-diet cola prefer Coca-Cola to Pepsi.Recently,an independent research firm questioned a random sample of 25 adult non-diet cola drinkers.That chance that 20 or more of these people will prefer Coca-Cola is:
Question 124
True/False
Each week American Stores receives a shipment from a supplier.The contract specifies that the maximum allowable percent defective is 5 percent.When the shipment arrives,a sample of 20 parts is randomly selected.If 2 or more of the sampled parts are defective,the shipment is rejected and returned to the supplier.Assume that a shipment arrives that actually has 4 percent defective parts and the distribution of defective parts is described by a binomial distribution.The probability that the shipment is accepted is approximately 0.81
Question 125
Multiple Choice
The manager of a movie theater has determined that the distribution of customers arriving at the concession stand is Poisson distributed with a standard deviation equal to 2 people per 10 minutes.What is the probability that more than 3 customers arrive during a 10-minute period?
Question 126
Multiple Choice
The Vardon Exploration Company is getting ready to leave for South America to explore for oil.One piece of equipment requires 10 batteries that must operate for more than 2 hours.The batteries being used have a 15 percent chance of failing within 2 hours.The exploration leader plans to take 15 batteries.Assuming that the conditions of the binomial apply,the probability that the supply of batteries will not contain enough good ones to operate the equipment is:
Question 127
True/False
The Ski Patrol at Criner Mountain Ski Resort has determined the following probability distribution for the number of skiers that are injured each weekend:
Based on this information,the standard deviation for the number of injuries per weekend is 2.25.
Question 128
True/False
The Hawkins Company randomly samples 10 items from every large batch before the batch is packaged and shipped.According to the contract specifications,5 percent of the items shipped can be defective.If the inspectors find 1 or fewer defects in the sample of 10,they ship the batch without further inspection.If they find 2 or more,the entire batch is inspected.Based on this sampling plan,the probability that a batch that meets the contract requirements will be shipped without further inspection is approximately .9139.
Question 129
True/False
When a market research manager records the number of potential customers who were surveyed indicating that they like the product design,the random variable,number who like the design,is a discrete random variable.
Question 130
True/False
The number of no-shows each day for dinner reservations at the Cottonwood Grille is a discrete random variable with the following probability distribution:
Based on this information,the standard deviation for the number of no-shows is about 0.36 customers.
Question 131
True/False
A construction company has found it has a probability of 0.10 of winning each time it bids on a project.The probability of winning a given number of projects out of 12 bids could be determined with a binomial distribution.