Kwiz · Kwiz · 6 minit

Bɛt ɛn pe

Rid di bɛt tebulikwipmɛntBɛt tebulDi bɛt grid we dɛn print pan di tebul. Dɛn kin kɔl am bak: tebul, felt, klɔt.Rid ɔl →, tɔk di nem fɔ di bɛt. Tɛn kwɛstyɔn bɔt usay di chip dɛnmɔniChipTokɛn we min wan sɛt mɔni; yu put am na di bɛt tebul fɔ mek bɛt. Dɛn kin kɔl am bak: check.Rid ɔl → de go ɛn wetin dɛn de pe, frɔm fiftin kwɛstyɔn.

Shɔt ansa

SplitbɛtSplitTu nɔmba we de nia wan ɔda, i de pe 17:1.Rid ɔl →, stritbɛtStritTri nɔmba na wan rɔw fɔ di bɛt tebul, i de pe 11:1. Na Frɛnch: transversale.Rid ɔl →, kɔnabɛtKɔnaFɔ nɔmba we de sheb wan kɔna na di bɛt tebul, i de pe 8:1.Rid ɔl →, siks lainbɛtSiks lainSiks nɔmba na tu rɔw we de nia wan ɔda, i de pe 5:1. Na Frɛnch: sixain.Rid ɔl →, dɔzinbɛtDɔzin1–12, 13–24 ɔ 25–36, i de pe 2:1.Rid ɔl →, kɔlɔmbɛtKɔlɔmTwɛlv nɔmba na wan kɔlɔm we tinap na di bɛt tebul, i de pe 2:1.Rid ɔl → ɛn di Frɛnch kɔl bɛt dɛntebulKɔl bɛtBɛt we yu tɔk to di dila insay fɔ put am wit yu an, pas ɔl bɛt pan wan sɛkta na di wil lɛk voisins ɔ tiers. Dɛn kin kɔl am bak “bɛt we yu tɔk”.Rid ɔl →. If yu gɛt 8 ɔ mɔ, yu kin put ɛni bɛt pan ɛni tebul ɛn yu nɔ go nid fɔ aks pɔsin.

kwɛstyɔn

10 frɔm 15

mak fɔ pas

di wan we at pas ɔl

voisins du zéro

rul fɔ no

pe = 36/n − 1

Dis kwiz nid JavaScript fɔ gi yu maks. Di kwɛstyɔn dɛn de ya; on JavaScript fɔ tek di kwiz.

Wan chip de pan di lain bitwin 8 ɛn 9. Wetin na di bɛt?
- Strit
- Split
- Kɔna
- Siks lain
Wan chip de na di ɛnd na do fɔ di 13-14-15 lain, pan di lain nia 13. Wetin na di bɛt?
- Kɔlɔm
- Strit
- Dɔzin
- Siks lain
Wan chip de pan di kɔna we 17, 18, 20 ɛn 21 de sheb. Wetin i de pe?
- 11 to 1
- 17 to 1
- 8 to 1
- 5 to 1
Wan chip de pan di lain na do bitwin di 4-5-6 ɛn 7-8-9 lain dɛn. Wetin na di bɛt ɛn di pe?
- Siks lain, 5 to 1
- Strit, 11 to 1
- Tu strit, 2 to 1
- Dɔzin, 2 to 1
Wan chip de na di bɔks we dɛn mak “2nd 12”. Wish nɔmba dɛn i kɔba?
- 2, 5, 8 … 35
- 13 to 24
- 19 to 36
- 12 nɔmba we gɛt wan kɔla
Wan chip de na di “2:1” bɔks dɔŋ di midul kɔlɔm. Wish nɔmba dɛn i kɔba?
- 13 to 24
- 2, 5, 8, 11 … 35
- 1, 4, 7, 10 … 34
- Ɔl di ivin nɔmba dɛn
Ɔmɔs nɔmba rɛd bɛt de kɔba, ɛn wetin i de pe?
- 18 nɔmba, 1 to 1
- 19 nɔmba, 1 to 1
- 18 nɔmba, 2 to 1
- 17 nɔmba, 1 to 1
Wish wan pan dɛn ya NƆTO ivin-mɔni bɛt?
- Ɔd
- 1–18
- Blak
- Fɔs 12
“17 ɛn di nɛba dɛn” na Frɛnch tebul na bɛt pan ɔmɔs nɔmba?
- 3
- 5
- 7
- 9
Wish kɔl bɛt de yuz siks chip ɛn kɔba 12 nɔmba frɔm 27 to 33 pan di wil?
- Voisins du zéro
- Orphelins
- Tiers du cylindre
- Jeu zéro
Voisins du zéro de kɔba ɔmɔs nɔmba wit ɔmɔs chip?
- 17 nɔmba, 9 chip
- 12 nɔmba, 6 chip
- 8 nɔmba, 5 chip
- 7 nɔmba, 4 chip
Bɛt pan wan nɔmba pan 0 we win de pe ɔmɔs?
- 36 to 1
- 35 to 1
- 17 to 1
- Natin; ziro na di kasino in nɔmba
If yu yuz di rul pe = 36/n − 1, wetin bɛt pan 12 nɔmba de pe?
- 3 to 1
- 2 to 1
- 1 to 1
- 5 to 1
Wish bɛt de pan Amɛrikan bɛt tebul bɔt i nɔ de pan Yuropian wan?
- Tɔp lain 0-00-1-2-3
- Orphelins
- Tiers du cylindre
- Siks lain
Di orphelins na di nɔmba dɛn we lɛf afta voisins ɛn tiers. Ɔmɔs dɛn de?
- 5
- 6
- 8
- 12

Di mak dɛn

10: yu kin wok as dila.

8–9: yu kin put ɛni bɛt ɛn yu nɔ go nid fɔ aks.

5–7: yu no di atsay bɛt dɛnbɛtAtsay bɛtBɛt pan di bɔks dɛn we de rawnd di grid: dɔzin, kɔlɔm ɛn ivin-mɔni bɛt.Rid ɔl →; di Bɛt sɛkshɔn gɛt wan pej fɔ ɛni insay bɛtbɛtInsay bɛtƐni bɛt we yu put pan ɔ bitwin di nɔmba dɛn na di grid: bɛt pan wan nɔmba, split, strit, kɔna, siks lain.Rid ɔl →.

Ɔnda 5: bigin wit Rulɛt Tebul ɛn Rulɛt PemɔniPeWetin bɛt we win de gi yu, dɛn de tɔk am as “X to 1” ɔn tɔp di bɛt mɔni we kam bak.Rid ɔl →, dɔn kam bak.

Di wan rul

Ɛni pe pan di tebul na 36 we yu sheb bay di nɔmba dɛn we di bɛt kɔba, mayns wan. Wan nɔmba: 35. Tu: 17. Tri: 11. Fɔ: 8. Siks: 5. Twɛlv: 2. Etin: 1. Lan di rul ɛn di kwiz go izi; lan di tebul ɛn di rul go klia to yu.

Kwɛstyɔn dɛn

Wetin mek kɔl bɛt dɛn de na di kwiz?

Bikɔs na dɛn bɛt ya bɔku pleya nɔ kin lan, ɛn na dɛn nɔmɔ nid di wil pas di tebul.

Di Amɛrikan tɔp lain na kwɛstyɔn fɔ trik yu?

Na di wan bɛt we nɔ fala di 36/n − 1 rul: fayv nɔmba we de pe 6 to 1 pas 6.2.

Smɔl jok fɔ ɛz di maynd

Usay di chip go, na dat de disayd wetin i go pe.

Usay wi gɛt am frɔm

Ethier, S. N. The Doctrine of Chances: Probabilistic Aspects of Gambling. Springer, 2010. Chapta 13, rulɛt.

wi chɛk am 2026-09-28mɔdɛl: Yuropian, wan ziromɛtɔdɔlɔji ↗usay wi gɛt am frɔm ↗