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- 1. Multiple Choice
This is a collection of well-defined objects.
Functions
Relations
Sets
Binary Operations
- 2. Multiple Choice
The objects in the set are also called ____________.
Elements
Sample
Character
Input
- 3. Multiple Choice
The three ways in representing a set include:
Recursive Rule
Sampling Method
Listing Method
Set-Builder Notation
FOIL Method
- 4. Multiple Choice
This is a set with no elements.
Singleton Set
Null Set
Subset
No Set
- 5. Multiple Choice
A set with only one member.
Null Set
Subset
Disjoint Sets
Singleton Set
- 6. Multiple Choice
This is the number of elements of a set.
Number
Width
Cardinality
Value
- 7. Multiple Choice
Two sets are __________ if they contain exactly the same elements.
Equal
Equivalent
Subset
Proper Subset
- 8. Multiple Choice
Two sets are __________ if they contain the same number of elements.
Disjoint
Subset
Equal
Equivalent
- 9. Multiple Choice
A set that contains all the elements considered in a particular situation and denoted by U.
Universe
Universal
Universality
Uniset
- 10. Multiple Choice
A set A is called a __________ of B if every element of A is also an element of B.
Proper Subset
Power Set
Subset
Disjoint
- 11. Multiple Choice
This is a subset that is not equivalent to the original set.
Improper Subset
Proper Subset
Power Set
Coset
- 12. Multiple Choice
This is defined to be the set of all subsets of a given set.
Subset
Proper Subset
Superset
Power Set
- 13. Multiple Choice
Two sets are __________ if they have no element in common.
Power Set
Equal
Subsets
Disjoint
- 14. Multiple Choice
This states that a set is completely determined by what its elements are – not the order in which they might be listed or the fact that some elements might be listed more than once.
Axiom of Extension
Axiom of Set-Notation
Axiom of Variation
Axiom of Definition
- 15. Multiple Choice
The symbol for element membership.
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