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- begin{dmath}
- P (A>B cap A>B+C)=P(A>B+C)=P(A=nolinebreak 3 cap B=nolinebreak 1 cap C=nolinebreak 1)=frac{1}{3}frac{1}{3}frac{1}{3}=frac{1}{27}
- end{dmath}
- begin{dmath}
- P (A>B cap A>B+C)=P(A>B+C)=P(A=nolinebreak3 cap B=nolinebreak 1 cap C=nolinebreak1)=frac{1}{3}frac{1}{3}frac{1}{3}=frac{1}{27}
- end{dmath}
- begin{dmath}
- P (A>B cap A>B+C)=P(A>B+C)=P(Ahiderel{=}3 cap Bhiderel{=}cap Chiderel{=}1)=frac{1}{3}frac{1}{3}frac{1}{3}=frac{1}{27}
- end{dmath}
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