Q∩R=∅
R⊂P
(R∩P)⊂(R∩U)
n(P′∩R)=2
Correct answer is C
All the statements are false except option C.
R∩P=3,5,7andR∩U=2,3,5,7,11
\therefore (R \cap P) \subset (R \cap U)
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