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The Boolean Logic of Set Differences

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Explanations 1

The set difference between two sets AAA and BBB consists of all elements of AAA that are not elements of BBB. It is written A∖BA \setminus BA∖B or A−BA - BA−B. Note that unlike …
By Brian Chen, Joshua Siktar, Ahaan Rungta, Victor Wang

Problems 1

Simplify the following expression: ((x∈A)∧(x∈B)∧(x∉C))∨((x∈A)∨(x∈B))((x \in A) \land (x \in B) \land (x \notin C)) \lor ((x \in A) \lor (x \in B))((x∈A)∧(x∈B)∧(x∈/C))∨((x∈A)∨(x∈B))