Across
- 4. Neither Tautology nor Contradiction
- 5. Set having common elements of A and B
- 7. It is always true
- 9. p iff q
- 11. If Set has n elements, what Set has 2^n elements?
- 14. Method of representing Set like {1,3,5}
- 15. Set having all elements of Set A and B
- 16. Number of Elements in Set
Down
- 1. It is always false
- 2. Sets which have no mutual elements are called
- 3. Law which allows for p^q= q^p
- 6. Set having Finite Upper and Lower Bounds
- 8. Set having infinite Upper and Lower Bounds
- 10. Set with Elements in Set A but not in Set B or A-B is called
- 12. if all elements of A are also in B then A is ___ of B
- 13. Law which allows for p^(q^r)= (p^q)^r