For any three sets A, B and C, `Axx(B'uuC')` equals

For any three sets A, B and C, (A-B)cap(B-C) is equal to

For any three sets A,B, and C,(A-B)nn(C-B) is equal to (i) A-(BnnC) (ii) (A-C)nnB (iii) (AnnC)-B (iv) (A-B)nnC

For any three sets A,B and C, (A-B) cup (A-C) is ........

For any three sets A,B and C prove that, Axx(B-C)=(AxxB)-(AxxC) .

Applying the properties of sets prove the identity for any three sets A, B and C. A-(B nn C)=(A-B) uu (A-C)

For any three sets A, B,C prove that : Axx(B^(c) uu C^(c))^(c)= (AxxB) nn (AxxC) .

For any three sets A, B,C prove that : Axx (B uu C)= (AxxB) uu (AxxC) .

For any three sets A, B,C prove that : Axx (B uu C)= (AxxB) uu (AxxC) .