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If the Pr[E] = , 10/11 determine the odds in favor of event E
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Wow.
This is just a notation thing.
So, odds in favor of \(X\) is written as \(m:n\) where\[ \Pr(X) = \frac m{m+n} \]
\[ \frac{10}{11} = \frac{m}{m+n} \]This gives us two equations: \[ m = 10\\ m+n = 11\\ \implies n=1 \]So \[ m:n=10:1 \]
i knew that
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