Max Rubin: A Veteran in the World of Blackjack
Max Rubin is like one of the many professional blackjack players who do not merely play to earn money. Rubin is also interested in sharing his skills with other people. He does not only like teaching blackjack players on how to improve their moves, but he also loves training blackjack dealers to improve their craft.
Effects of the Rule Variations in Blackjack
Blackjack is a popular table game in casinos that can be beaten by players who uses card counting and basic strategy perfectly. Casinos countered this phenomenon by changing some rules in blackjack to increase the house edge.
Blackjack Player Barry Meadow is Also Into Horse Racing
Barry Meadow is famous for being a professional gambler, specifically in the fields of blackjack and horse racing. He has even been writing books about such subjects. Moreover, he also gets to find time to do other things, such as playing tennis and writing television scripts.
What should my bankroll be?
How much money would it take to deal blackjack for a night? I’ve been asked if I want to deal and be “the house” at blackjack at a party. Assuming a $5 max bet for the first few hours and a $10 max bet for the last couple, what’s a reasonable estimate for the amount of money I should have in order to cover winnings? I don’t expect to have a full table the whole time, probably full every once in a while and empty others. If it’s easier to estimate we can just assume two players the whole time.
Math and Odds and Blackjack
What are the chances, in blackjack, that I will start with 15, and the dealer will be showing a 10 (or face card worth 10)? Despite the fact that my buddy thinks the odds of this are near 100%, I’ve tried to calculate the actual odds (assuming a single deck). I’ve come up with 2.62% -ish. Not really sure if I’m right. I started with all the possible hands I could have. 2652 (52 * 51) Then I figured out how many hands would give me 15. 64 hands with a 10 (or equivalent) and a 5. 64 hands with a 5 and a 10. 16 hands with a 9 and a 6. 16 hands with a 6 and a 9. 16 hands with an 8 and a 7. 16 hands with a 7 and an 8. 16 hands with an ace and a 4. 16 hands with a 4 and an ace. These fall into two groups, those that have a 10, and therefore deprive the dealer of one, and those that don’t. 128 hands have a 10. 96 hands are 15 some other way. If I have a 10, she has 15 cards left, out of 50, to get a 10. If I don’t she has 16 out of 50. So my odds of making a 15 using a 10 (or face card) are 4.8%. Her odds of then having a 10 showing are 30%. So we have a 1.44% chance of that happening. -Plus- Me making 15 some other way: 3.7%. And her having a 10 showing: 32%. Gives us 1.18% for that second scenario. So 2.62% of my having 15 and the dealer showing a 10 or face card. Two questions. Assuming a single deck, is this correct? Assuming multiple decks, what changes (if anything)? If I’m wrong, where did I go wrong? (It would help my brain to have a combination of english and math to explain where I went wrong, rather than just something like “you should have used a factorial for possible hands 52!-4!”, etc…) Thanks.
How to Learn the Game of Blackjack
As far as casino card games are concerned, blackjack is very popular. Many people play this game because of its simplicity, whereas many others have found it to be quite profitable on many levels.
