If \[{{A}_{1}},\,{{A}_{2}},...{{A}_{n}}\] are any n events, then

1.	If \[{{A}_{1}},\,{{A}_{2}},...{{A}_{n}}\] are any n events, then
A.	\[P\,({{A}_{1}}\cup {{A}_{2}}\cup ...\cup {{A}_{n}})=P\,({{A}_{1}})+P({{A}_{2}})+...+P\,({{A}_{n}})\]
B.	\[P\,({{A}_{1}}\cup {{A}_{2}}\cup ...\cup {{A}_{n}})>P\,({{A}_{1}})+P({{A}_{2}})+...+P\,({{A}_{n}})\]
C.	\[P\,({{A}_{1}}\cup {{A}_{2}}\cup ...\cup {{A}_{n}})\le P\,({{A}_{1}})+P({{A}_{2}})+...+P\,({{A}_{n}})\]
D.	None of these
Answer» D. None of these

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If \[{{A}_{1}},\,{{A}_{2}},...{{A}_{n}}\] are any n events, then

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