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The probability of occurrence of an event $B$ is $P$, The probability that events $A$ and $B$ occur together is $Q$. The probability that $A$ occurs without $B$ occuring is $R$. Then the probability of $A$ occuring is

  1. $P +Q + R$   
  2. $P+Q-R$     
  3. $Q +R$   
  4. $P -Q -R$

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