For all sets A and B, B – (A ∩ B) is equal to……
Solution
\[ B – (A \cap B) \]
\[ = B \cap (A \cap B)’ \]
\[ = B \cap (A’ \cup B’) \]
\[ = (B \cap A’) \cup (B \cap B’) \]
\[ = B \cap A’ \]
\[ = B – A \]
Answer
\[ \boxed{B – A} \]
\[ B – (A \cap B) \]
\[ = B \cap (A \cap B)’ \]
\[ = B \cap (A’ \cup B’) \]
\[ = (B \cap A’) \cup (B \cap B’) \]
\[ = B \cap A’ \]
\[ = B – A \]
\[ \boxed{B – A} \]