Shu Bochicchio asked, updated on March 30th, 2021; Topic:
aces vs kings

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An **ace** is the highest card, but it can also function as the lowest in completing a straight. ... Higher cards always beat lower cards, for example, a pair of **aces** beats a pair of **kings**, and a flush with a king beats a flush whose highest card is a Queen.

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Plus, what are the odds of getting pocket aces?

We have a 1 in (13 * 17) chance of being dealt Pocket Aces, or **1 in 221**. So, we have a less than 0.5% chance of being dealt pocket Aces.

Equal, how often does AK hit the flop? many opponents assume you'll cbet that **flop** everytime. Of course, **AK** won't **hit the flop** every time…in fact it misses the **flop** on average 2/3 of the time. This is very standard for hands with unpaired broadway cards, so knowing how to play **when** the hand misses the **flop** is crucial.

Brief, what are the odds of flopping 2 pair?

Based on figures from http://www.flopturnriver.com/poker-strategy/pyroxenes-common-**flop**-**odds**-19147, the **odds of flopping 2 pair** or better, not including draws, is just over 5.6%. Including **flopping** a straight or flush draw, the **odds** are just a hair over 27%.

What are the odds of getting a flush after the flop?

34.97%

What are **implied odds**? **Implied odds** are the amount of money that you expect to win on later streets if you hit one of your outs. This concept, in combination with pot **odds**, is most commonly used to help you figure out if calling a bet with a draw is worth it.

about 1 in 119

The highest possible straight **flush**, and the best hand in poker, is an ace high straight **flush**, also known as a…

There are 4 cases: Case 1: you have the same two suits. Then the **AA** is a 82.6% favorite, and you should only call if you are getting 4.76 : 1 pot **odds** or better....**KK vs**. Average opponent.OpponentRequired pot **odds** to call with **KK**

AA | 4.54 : 1 |

AA or KK | 3.42 : 1 |

AA, KK, or AK | 1.11 : 1 |

AA, KK, QQ or AK | always call |

Yes, **poker odds change with more players** involved in the hand. The **more players**, the less are your chances of winning.

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Count the number of ways that a particular type of **poker hand** can occur. The **probability** of being dealt any particular type of **hand** is equal to the number of ways it can occur divided by the total number of possible five-card **hands**.

There are many ways to **calculate** Pot **Odds** but here's a simple one. Rather than using a **formula**, **poker** players around the globe use the Rule of 2 and 4. The rule says that if you have two cards to come, you can multiply the number of **outs** you have by four and you'll come to an approximate percentage of making your hand.

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