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Set Theory
 
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A =
B =
C =
 
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  1. `A uu (B uu C)=(A uu B) uu C`
  2. `A ∩ (B ∩ C)=(A ∩ B) ∩ C`
  3. `A ∩ (B uu C)=(A ∩ B) uu (A ∩ C)`
  4. `A uu (B ∩ C)=(A uu B) ∩ (A uu C)`
  5. `(A uu B)'=A' ∩ B'`
  6. `(A ∩ B)'=A' uu B'`
  7. `A - (B uu C)=(A - B) ∩ (A - C)`
  8. `A - (B ∩ C)=(A - B) uu (A - C)`
  9. `A × (B uu C)=(A × B) uu (A × C)`
  10. `A × (B ∩ C)=(A × B) ∩ (A × C)`
  11. `A''=A`
  12. `A' - B'=B - A`
 
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