EmployeeID) est la clé primaire.DepartmentID) est la clé primaire.ProjectID) est la clé primaire.#EmployeeID, #ProjectID) est une clé primaire composite (relation plusieurs-à-plusieurs entre Employee et Project).SELECT * FROM Employee WHERE DepartmentID NOT IN (3,5);B) SELECT * FROM Employee WHERE DepartmentID != (3,5);C) SELECT * FROM Employee WHERE DepartmentID <> (3,5);D) SELECT * FROM Employee WHERE DepartmentID NOT ANY (3,5);Employee (EmployeeID, FirstName, LastName, Email, Phone, HireDate, Salary, #DepartmentID)Department (DepartmentID, DepartmentName, #ManagerID)Project (ProjectID, ProjectName, StartDate, EndDate, Budget)Employee_Project (#EmployeeID, #ProjectID, Role, AssignmentDate)
SELECT DepartmentID FROM Employee WHERE COUNT(*) > 5;B) SELECT DepartmentID, COUNT(*) FROM Employee GROUP BY DepartmentID HAVING COUNT(*) > 5;C) SELECT DepartmentID, COUNT(*) FROM Employee HAVING COUNT(*) > 5;D) SELECT DepartmentID FROM Employee GROUP BY DepartmentID;Which of the following statements best describes the main difference between a survey and a census?
To assess the opinion of students about campus safety at your campus of Monash University, a reporter for the student newspaper interviews 15 students she meets walking on your campus late at night who are willing to give their opinion.
Reference: Ref 7-3The biggest problem with this sample is that it is
A questionnaire on a table at a shopping centre was completed by 100 shoppers.
The results were used to claim that the average amount of money spent by Australians increased from the previous year.
Which one of the following biases makes this survey questionable?
A 1992 Roper poll found that 22% of Americans say that the Holocaust may not have happened. The actual question asked in the poll was: Does it seem possible or impossible to you that the Nazi extermination of the Jews never happened?and 22% responded “Possible.” The results of this poll cannot be trusted because
A random sample of 800 airline passengers is wanted from 100 particular flights leaving Sydney Airport. Assume there are 200 passengers aboard each flight.
A numbered list of all 100 x 200 = 20,000 passengers on these flights was obtained. One passenger was drawn from each set of 20,000/800 = 25 passengers. Randomly choose among the first 25 passengers on the list to start, and then choose every 25th passenger until 800 passengers were obtained.
What type of sampling technique is this?
Olivia wants to learn a foreign language. To get an idea of how satisfied other students were after taking a foreign language course, she decides to take a random sample of 20 students. She randomly selects 5 students from French, 5 from German, 5 from Spanish, and 5 from Chinese. What type of sampling design is this approach?