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The Addition Rule States That for Any Two Events P(EF)=P(E)+P(F)P(EF)P ( \mathrm { E } \cup \mathrm { F } ) = P ( E ) + P ( F ) - P ( E \cap F )

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The Addition Rule states that for any two events, P(EF)=P(E)+P(F)P(EF)P ( \mathrm { E } \cup \mathrm { F } ) = P ( E ) + P ( F ) - P ( E \cap F )

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