For two sets A - B A iffA- A - BB- A - BC- A-B D- B - A

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For two sets $A \cup B$ A iff

$B \subseteq A$

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$A \subseteq B$

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$A \neq B$

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A = B

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Similar questions

A \cup B = A

B \subseteq A

A \subseteq B

A \neq B

A = B

A

B

(A \cup B) \cap (A^{'} \cup B^{'}) =

For any two sets A and B, $(A - B) \cup (B - A) =$

A

B,

(A \cup B)^{'} = A^{'} \cup B^{'},

A

B

(A - B) \cup B = A

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