Consider the following SQL query on the university schema:select avg(salary) - (sum(salary) / count(*))from instructorWe might expect that the result of this query is zero since the average of a setof numbers is defined to be the sum of the numbers divided by the number ofnumbers. Indeed this is true for the example instructor relation in Figure 2.1.However, there are other possible instances of that relation for which the resultwould not be zero. Give one such instance, and explain why the result wouldnot be zero.
Consider the following SQL query on the university schema:select avg(salary) - (sum(salary) / count(*))from instructorWe might expect that the result of this query is zero since the average of a setof numbers is defined to be the sum of the numbers divided by the number ofnumbers. Indeed this is true for the example instructor relation in Figure 2.1.However, there are other possible instances of that relation for which the resultwould not be zero. Give one such instance, and explain why the result wouldnot be zero.
Database Systems: Design, Implementation, & Management
12th Edition
ISBN:9781305627482
Author:Carlos Coronel, Steven Morris
Publisher:Carlos Coronel, Steven Morris
Chapter8: Advanced Sql
Section: Chapter Questions
Problem 18RQ
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Consider the following SQL query on the university schema: select avg(salary) - (sum(salary) / count(*)) from instructor We might expect that the result of this query is zero since the average of a set of numbers is defined to be the sum of the numbers divided by the number of numbers. Indeed this is true for the example instructor relation in Figure 2.1. However, there are other possible instances of that relation for which the result would not be zero. Give one such instance, and explain why the result would not be zero. |
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