Introduction
to Pot Odds
To some, poker is a game of luck. To others, it is a game of skill. A
professional poker player is one who understands that poker –
both cash
games
and poker
tournaments
– is a skill game with luck elements, as opposed to a game of
pure luck such as
roulette.
Part of what makes poker skillful as opposed to other casino games is
your
ability to manipulate the odds. However, you can’t manipulate
the odds if you
don’t understand them. This is why the idea of pot odds is so
important.
Pot Odds
Pot odds themselves are not hard to understand. They simply represent
your
payout odds in a certain pot.
For example, in roulette, your payout odds for a single number are
35-to-1,
meaning if you win, you get $35 for every $1 you bet. Similarly, pot
odds are
your payout odds for poker. If there is a $35 pot and you need to call
a $1 bet
to see if you win, you are getting 35-to-1 pot
odds.
Using Pot Odds
What good is this information? In roulette, your true odds of hitting a
single
number are 36 or 37-to-1. This is a bad bet because the payout odds are
lower
than the true odds.
In roulette, you can't do anything about this. In poker, you can. If
the pot
odds, or payout odds, are higher than the true odds, you can make the
bet. If
they aren’t, you can pass.
In other words, if you have a better than 35-to-1 chance of winning the
pot, it
is correct to make the bet. If not, it isn’t.
Pot Odds in
Practice
The most common example of putting pot
odds into practice is if you are on a
draw. Let’s say you hold As Ts and the board is 5s 3s Kc 7d.
There is $100 in
the pot and your opponent bets his last $50. Should you call?
Well, the pot is now $150 and you have to call $50 to try to win it,
which is
150-to-50 or 3-to-1 pot odds. You must now determine your odds of
winning the
hand.
You know you will win with any spade, and there are nine remaining in
the deck.
You also assume you will win with any ace. This gives you 12 cards, or
“outs”
to win the pot.
There are 46 cards you have not seen and 12 are winners for you, which
means
that 34 are not. Therefore, your odds of winning are 34-to-12, which
reduces
roughly to a little better than 3-to-1, meaning a call is correct. If
you did
not think you could win with an ace, your odds would be 37-to-9, or
about
4-to-1, which would make a call incorrect.
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