Use a Venn Diagram and shadings to find what X will be in terms of sets A en B and set operations so that :
A or B = (A/B) or (A and B) or X
With X disjoint To both A/B - A and B
Given,
A∪B=(AB)∪(A∩B)∪XA\cup B=(\dfrac{A}{B})\cup (A\cap B) \cup XA∪B=(BA)∪(A∩B)∪X
A∪B=(A∩BB)∪(A∩B)∪XA\cup B=(\dfrac{A\cap B}{B})\cup (A\cap B) \cup XA∪B=(BA∩B)∪(A∩B)∪X
The value of X must be- (A∩B)′(A\cap B)'(A∩B)′
The venn diagram is represented below-
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