Logic and Set Notation

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Across
  1. 3. Quantifiers are all, none, every, etc.
  2. 4. Set has no elements
  3. 7. statements have an implication and a conclusion
  4. 9. Diagrams help solve problems using Quantifiers and negations
  5. 10. Quantifiers are there exists, some, at least one, etc.
  6. 12. Counting Principle is the product of the number of ways each event can happen
  7. 13. B is this of A, if every element in it is contained in the Set A
Down
  1. 1. of a set A contains all the elements not in set A
  2. 2. are if p, then not q and an opposite quantifer.
  3. 5. Subset is a set that has at least one element missing from a larger set.
  4. 6. sets have the same cardinality
  5. 7. number of elements in a set
  6. 8. is an object contained in a Set.
  7. 11. sets contain exactly the same elements