Expected Value for Roulette
Roulette expected value na di average result of one bet if you fit repeat am forever. For European roulette e dey di same for every standard bet: you dey lose 1/37 of each stake, for average, for every spin.

For simple language
Imagine sey you put di same $10 bet on red one million times. Some spins go win $10, some go lose $10. Add every result togeda and divide by one million: you go get about −$0.27. Dat number na di expected value of roulette bet. E no be wetin happen for any one spin; na di long-run average for each spin.
Di formula for di EV of roulette bet
p = n/37 · W = S·(36/n − 1) · n = numbers wey di bet cover · S = stake
Put di roulette payout rule, 36/n − 1, inside am, and n go cancel. Na di whole story of di house edge be dat for one line:
= S·(36 − n − 37 + n)/37
= −S/37
Try am: calculator for roulette expected value
Pick how many numbers di bet go cover. Di probability and di payout go change; di expected value no go change.
How e be as time dey go
Average result for each spin for $10 bet on red, as di spins dey add up. For di beginning, luck dey control; di running average dey settle go −$0.27 as di sample dey grow. Na dis long-run convergence di house dey depend on.

Wrong ideas wey pipo get
Small laugh

No be wetin happen for one spin. Na di average of all of dem.