Recent content by TheGreat

ah okay , tried distributive and I came up with: [$A^c$ ∩ (A ∩ $B^c$ )] ∪ [$C^c$ ∩ ( A ∩ $B^c$ )] what should I do next. Should I use Associative Property to eliminate $A^c$ ∩ A and come up with θ ?

ah okay sorry, I am trying to solve it now . Anyway on the LHS, I can't seem to use distributive because operations used inside the parenthesis are union and intersection. How's that?

I am still a student and I have not yet memorized all theorems on set operations .. I will try to read more on theorems .. Anyway, thank you very much .. If ever you could prove/disprove it with the full steps, it be very much of a big help :) thanks

Could someone help me in this by simplifying/Proving the equation using Theorems/ Rules on Operation of Sets (i.e Commutative property, idempotent, assoc, dist. , definition of union , def. intersection , DeMorgan ,etc.). Letting A, B and C be three sets .. Prove/Disprove : Any solution...