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Which of the following statements about constraints in set theory is FALSE?
Practice Questions
Q1
Which of the following statements about constraints in set theory is FALSE?
Constraints can be both inclusive and exclusive.
Constraints can change the nature of the set.
All constraints must be numerical.
Constraints help in defining subsets.
Questions & Step-by-Step Solutions
Which of the following statements about constraints in set theory is FALSE?
Steps
Concepts
Step 1: Understand what constraints are in set theory. Constraints are rules or conditions that limit the elements in a set.
Step 2: Identify the types of constraints. They can be numerical (like 'greater than 5') or based on other properties (like 'color is red').
Step 3: Analyze the statement 'all constraints must be numerical'. This suggests that only numerical conditions can be constraints.
Step 4: Realize that this statement is incorrect because constraints can also be based on non-numerical properties.
Step 5: Conclude that the statement about all constraints being numerical is false.
No concepts available.
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