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Poker Math That Matters

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32<br />

2. Rolling a 2 has an outcome of winning $3. Rolling a 1,<br />

3, 4, 5 or 6 all have an outcome of losing $1.<br />

Rolling a 1: 0.166 * (-$1) = (-$0.166)<br />

Rolling a 2: 0.166 * $3 = $0.498<br />

Rolling a 3: 0.166 * (-$1) = (-$0.166)<br />

Rolling a 4: 0.166 * (-$1) = (-$0.166)<br />

Rolling a 5: 0.166 * (-$1) = (-$0.166)<br />

Rolling a 6: 0.166 * (-$1) = (-$0.166)<br />

3. Let’s add together the results from step two.<br />

(-$0.166)+ $0.498 + (-$0.166) + (-$0.166) + (-$0.166) +<br />

(-$0.166) = (-$0.332)<br />

We come up with about negative 33 cents a roll. The EV is<br />

below zero, so it’s a -EV bet. These are not the types of bets we<br />

want to take. We can also see the power of mass-producing -EV<br />

bets. If we could roll this five times a minute, we would lose<br />

$1.65 every minute. Rolling at this pace for an hour would give<br />

us a rate of losing $99 an hour. This doesn’t sound like the type<br />

of bet I want to take!<br />

Making money in poker is all about being involved in +EV plays<br />

as often as possible and avoiding -EV plays as often as possible.

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