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8 Things To Never Do At A Blackjack Table!

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How to Play (and Win) at Blackjack: The Expert's Guide

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Numb3rs Double Down. The main mathematical topic in this episode are using math to determine strategies for winning against casinos at blackjack. Along.


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The Rules of Blackjack

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How to Play Blackjack

You must draw a card but you won't have to draw another one. Which of these two choices do you think is better?{/INSERTKEYS}{/PARAGRAPH} What if the dealer has cards that sum to 15? Casinos before the 's didn't realize this, and some of them unintentionally used rule sets there were advantageous for players who were playing optimally. Activity 3: Here is an extreme example of how knowledge of previous cards can affect the odds of who wins: Repeat activity 2 with the assumption that there are no cards of value 10 nor any aces in the deck, but that the probability of drawing any of the other cards is the same. As a result, many simulations done with this generator are now looked upon with suspiscion. Write down the first 8 numbers generated. What is the probablility that she busts? To make it easier assume that the odds of drawing all the different ranks of cards are the same. Testing Random Number Generators: Now let's try a couple linear congruential generators and see how well they work. Repeat activity 2 with the assumption that there are no aces and no cards of value in the deck, but that the probability of drawing any of the other cards is the same. There is a famous example of a very popular linear congruential generator called RANDU that has been used since the s. The constants A,B,M were chosen very poorly, and as a result the numbers it generated were not very random at all. What if the dealer has cards that sum to 14? Hint: this is different than the last two, because if she draws a 2, then her total is 16 and she must draw again. That is, you are as likely to draw a 6 as you are to draw a 7 or 10 or Ace, etc. Along the way, a discussion of generating psuedorandom numbers comes up. What is the probability that she busts when she draws? Activity 1: Odds of the dealer busting Let's say you're the dealer and you have a 10 and a 6. For all of the following assume that the seed is 1. Since the actual analysis of optimal play is very complex, either a computer or a whole lot of time is needed to figure it out. What are the odds that you bust? {PARAGRAPH}{INSERTKEYS}The main mathematical topic in this episode are using math to determine strategies for winning against casinos at blackjack.