The Mathematics Behind Casino House Edge

Every single game on a casino floor is meticulously designed with a built-in mathematical advantage for the operator.

Understanding this concept is the most important lesson any gambler can ever learn before placing a bet.

The Math Behind the Advantage

The concept is simple: if the true odds are 35-to-1, the casino will only pay you 35-to-1 instead of 36-to-1.

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\x3d\x3d\x22,\x22globalName\x22:\x22trayride\x22,\x22clientExperimentsStateBlob\x22:\x22\x5bnull,null,null,null,null,null,null,\x5b\x5d,\x5b\x5d\x5d\x22\x7d\x7d’,’T’: 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Take European Roulette: there are 37 numbers on the wheel, meaning your true odds of hitting a single number are 1 in 37.

• This slight discrepancy in payouts guarantees that the casino retains a small percentage of all money wagered
• A 2% house edge means the casino expects to keep two dollars out of every one hundred dollars bet
• Over millions of spins, this tiny percentage translates into billions of dollars in guaranteed revenue

Understanding Return to Player (RTP)

When discussing slot machines, the house edge is usually referred to by its inverse metric: Return to Player (RTP).

If a slot machine has an RTP of 96%, it means the house edge is exactly 4%.

Betting Option	Statistical Disadvantage	Player Recommendation
Baccarat (Banker Bet)	1.06%	Excellent choice
Keno	25.00% – 30.00%	Terrible odds, avoid

Ultimately, treating the house edge as the ‘price of admission’ for your entertainment is the healthiest mindset.