DM SE_21303

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Across
  1. 2. : A set ( A ) is a _______ subset of a set ( B ) if all elements of ( A ) are in ( B ), but ( B ) contains at least one element not in ( A
  2. 4. : The set of all subsets of a given set ( A ) is called _______ Set.
  3. 7. : A state where every output is false
  4. 11. A relation on a set that is reflexive, symmetric, and transitive.
  5. 12. : A set containing exactly one element.
  6. 13. : Operation which returns the elements of both sets without repetition
  7. 14. : Sets that have no elements in common are called _______ sets.
  8. 15. : Number of elements in a set
Down
  1. 1. : Elements in one set but not in another. Example: ( A - B ).
  2. 3. : The set of all elements in the universal set that are not in a given set ( A ).
  3. 5. : Operation which returns common elements of both sets
  4. 6. : A set with a limited number of elements
  5. 8. : A state where every output is true
  6. 9. : A diagrammatic representation of sets and their relationships using overlapping circles.
  7. 10. : A set without any elements