The Poker Paradox

The video tutorial explains the ranking of poker hands from best to worst based on probability. It introduces a wild card, the joker, and explores how it affects hand rankings. The tutorial discusses the paradox that arises when trying to reorder hands based on probability with a wild card, focusing on the conflict between two pair and three of a kind. The video concludes that with a wild card, it's impossible to order poker hands by probability.

What is the best possible poker hand you can get without a wild card?

• Full House

• Four of a Kind

• Royal Flush

• Straight Flush

How many cards are in the deck when a single Joker is added as a wild card?

• 52

• 53

• 54

• 55

What is the least likely hand to get when a Joker is introduced?

• Full House

• Five of a Kind

• Straight Flush

• Royal Flush

What is the paradox that arises when a Joker is introduced in poker?

• Three of a kind becomes less likely than two pair

• Two pair becomes more likely than a full house

• Royal flush becomes less likely than a straight flush

• Flush becomes more likely than a straight

Why can't poker hands be ordered by probability when a wild card is introduced?

• Because the Joker can only be used as a high card

• Because the Joker makes all hands equally likely

• Because of the paradox between two pair and three of a kind

• Because the Joker can only replace face cards

What happens to the ranking of two pair and three of a kind when a Joker is introduced?

• Both rank equally

• The ranking can switch depending on the Joker

• Three of a kind always ranks higher

• Two pair always ranks higher

Does the paradox in poker hand rankings with a Joker apply when more than one Joker is introduced?

• Yes, it applies

• Only applies with exactly two Jokers

• No, it does not apply

• It depends on the number of Jokers