Relations may exist between?*objects of the unique set.objects of the universal set.between objects of two or more sets.objects of the distinct set.
Question
Relations may exist between?*objects of the unique set.objects of the universal set.between objects of two or more sets.objects of the distinct set.
Solution
Relations can exist between:
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Objects of the unique set: A unique set is a set with no duplicate elements. In this case, relations can exist between the different elements within this set. For example, if we have a unique set of numbers {1, 2, 3}, a relation could be that each number is greater than the one before it.
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Objects of the universal set: A universal set is the set of all possible elements in a particular context or universe. Relations can exist between any two or more elements within this set. For example, in the universal set of all animals, a relation could be that some animals are predators of others.
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Between objects of two or more sets: Relations can also exist between elements of different sets. For example, if we have a set of fruits and a set of colors, a relation could be that certain fruits are certain colors.
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Objects of the distinct set: A distinct set is a set where no two elements are the same. Similar to a unique set, relations can exist between the different elements within this set. For example, if we have a distinct set of shapes {circle, square, triangle}, a relation could be that each shape has a different number of sides.
Similar Questions
Difference between relations and sets?
What is a relation?
When there are TWO entities set participating in a relation, the relationship is called as
The set of second components in the ordered pairs is called the range of the relation.a.Trueb.False
Which of the properties below does the relationp = {(a,a),(a,b),(b,c),(b,b),(c,c),(d,d)}on the set X = {a,b,c,d} have? A It is reflexive. B It is symmetric. C It is transitive. D It is an equivalence relation. E None of the above.
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