1. What is the Universal set?
2. Illustrate set A that has a cardinality of two.
3. Illustrate set B with cardinality of two but not a subset of set A.
4. Illustrate set C with cardinality of two and subset of set A.
5. Create sets D and E that are proper Subsets of set A.
6. Illustrate set F the n(F)=4 and set B is a proper Subset of set F.
7. Illustrate set G with cardinality of 3 such that set B is a proper subset of G, and G is a proper.
8. Illustrate three sets with cardinality of 3 (don't copy answer in number 8) name the sets as H, I, J.
9. Illustrate set K that has the same cardinality with the universal set.
10. What is the cardinality of the universal set?
Just consider the whole numbers from 1 to 5 only. Then, complete the table below by answering each question.
2. Illustrate set A that has a cardinality of two.
3. Illustrate set B with cardinality of two but not a subset of set A.
4. Illustrate set C with cardinality of two and subset of set A.
5. Create sets D and E that are proper Subsets of set A.
6. Illustrate set F the n(F)=4 and set B is a proper Subset of set F.
7. Illustrate set G with cardinality of 3 such that set B is a proper subset of G, and G is a proper.
8. Illustrate three sets with cardinality of 3 (don't copy answer in number 8) name the sets as H, I, J.
9. Illustrate set K that has the same cardinality with the universal set.
10. What is the cardinality of the universal set?
Just consider the whole numbers from 1 to 5 only. Then, complete the table below by answering each question.
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Answer:
1.In set theory, a universal set is a set which contains all objects, including itself. In set theory as usually formulated, the conception of a universal set leads to Russell's paradox and is consequently not allowed. However, some non-standard variants of set theory include a universal set
10.The CARDINALITY of a set is the number of elements in the set. In general the cardinality of a set S is denoted n(S). For example, the cardinality of set B is 4.
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