Let P and Q be two sets then what is P- Q- P- Q- equal to -

The correct option is B (P∩ Q')∪ (P∪ Q)'=ξ∩ Q'=ξ∩ Q'=ξ (P∩ Q')∪ (P∪ Q)'=(P∩ Q')∪ (P'∩ Q') = (P∪ P')∩ (P∪ Q')∩ (Q'∪ P')∩ (Q'∪ Q') = ...

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Properties of Set Operation

Let P and ...

Question

Let $P$ and $Q$ be two sets then what is $(P \cap Q^{'}) \cup (P \cup Q)^{'}$ equal to ?

(P \cap Q^{'}) \cup (P \cup Q)^{'} = ξ \cap Q^{'} = ξ \cap Q^{'} = ξ

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(P \cup Q^{'}) \cup (P \cup Q)^{'} = ξ \cap Q^{'} = ξ \cap Q^{'} = ξ

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(P \cap Q^{'}) \cup (P \cap Q)^{'} = ξ \cap Q^{'} = ξ \cap Q^{'} = ξ

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none of the above

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Solution

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ξ P \cup Q \cup R .

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n (P \cup R)

ξ = P \cup Q \cup R

P \cap Q \cap R^{'} ?

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