Draw a Venn Diagram and shade the set [ ( A ⋃ B ) ⋂ C̅ ] – B
Given set: [ ( A ⋃ B ) ⋂ C̅ ] – B
Now firstly we draw venn diagram for three sets
A U B represents the area that belongs either to A or to B
C̅ represents all area that is not in C
In intersection we take the common part from (A U B) and C̅
i.e [ ( A ⋃ B ) ⋂ C̅ ]
Finally, In [ ( A ⋃ B ) ⋂ C̅ ] – B represents all the elements of [ ( A ⋃ B ) ⋂ C̅ ] that do not belongs to B
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