Question 6 (6 marks)
6a) Draw the Venn diagrams for each of these combinations of the sets A, B, and C: (i) (A – C)C ⋂ ( B- C)C (3 marks)
(ii) (A – C) U (C – B)(3 marks)
End
Solution:
(i)Given is (A−C)C∩(B−C)C(A-C)C\cap(B-C)C(A−C)C∩(B−C)C which has no meaning, so we assume (A−C)′∩(B−C)′(A-C)'\cap(B-C)'(A−C)′∩(B−C)′
(ii) (A−C)∪(C−B)(A-C)\cup(C-B)(A−C)∪(C−B)
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