I had a guy tell me that my money will last longer playing 3-2 blackjack for $25 than if I play 6-5 for $15. Mathematically speaking, true or false?
Assuming 6 decks, dealer hits soft 17, double down allowed after splits, and resplit aces, the casino edge against perfect basic strategy when naturals pay 3-2 is .57%, while the same game paying 6-5 on naturals jumps all the way up to 1.93%. That works out to a per-hand expected loss of 14¢ on the $25/3-2 game compared to 29¢ on $15/6-5.
In terms of the expected result, you’ll certainly do better over time playing $25 on a 3-2 game, losing less even though you’re betting more.
What’s not taken into consideration in assessing this statement literally is fluctuation. If you have very limited funds — maybe you buy in with just $50 — and things go badly from the start, you could lose your stake faster at the better game because of the bigger bets.
Despite this dynamic, however, the spirit of the statement that your "money will last longer” is correct and punctuates the need to seek out the games with the smallest edges for the casino.
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