LABORATUWAARƳEEWNDO 06df = 36α = 0,05aawdi 99

Ooñol Taarorde Ruleet

Taarorde ruleet ooñiinde ina ɓurna won cuuɗi sabu ŋakkeende fiisik: ceeral nde haɓɓaaka, rotoor mo fotaani, cuuɗi ɗi ƴoyi. Ooñol taarorde ruleet ina woodi, ina huutoraama. Caɗeele ɗee ko taarorde peewnde fotnde no feewi ina waɗa “limooje wulɗe” sahaa kala, ɗum noon naamnal ngal wonaa sinno limoore ina wuli, kono sinno mbaadi ndi fof ina ɓuri ooñaade ko sahaa yamiri.

1. Ɓam misal e taarorde peewnde

Taarle ɓamaaɗe e taarorde simulaasiyoŋ nde alaa ooñol fof. Waylu keewal misal, ƴeew suudu ɓurndu wulde.

0321519421225173462713361130823105241633120143192218297281235326
taarle370
fodaaɗo e kala suudu10,0
suudu ɓurndu wulde20 · yaltude 16 (4,32%)
ɓurndu wulde e fodaaɗo+60% · 1,9σ
kii-kaare · p32,8 · 0,622
ñaawoorealaa seedee ooñol

2. Ko yiyaa e ko fodaa

Kala bant ko suudu e doggol taarorde. Dowol ceeɗtungol ko keewal fodaangal, n/37. Ceeɓol niɓɓungol ko ±2 seerndu ndenndaandu: e taarorde peewnde, hono suudu wootere e nder noogaas ina yaltoo e mum e sahaa tan.

0cuuɗi e doggol taarorde →26

3. Ƴeewndo kii-kaare

Ƴeewndo ngoo ina tawtoya no kala suudu woɗɗiri e ko fodaa, ɓeydaaɗum e hoore mum e foondaaɗum. E taarorde peewnde, kawrital ngal ina rewa senndugol kii-kaare e darajaaji ndimaagu 36; njaru p lesndi 0,05 ina noddee e woowaa jogiinde maanaa statistik.

χ² = Σ (Oᵢ − Eᵢ)² / Eᵢ Eᵢ = n/37 df = 36
n = 370 · E = 10,00 · χ² = 32,80 · p = 0,622
Reentino keewal misalLes hono taarle 1 000, ƴeewndo ngoo alaa doole ngam anndude ooñol goonga, njeñtudi “jogiindi maanaa” e p < 0,05 ina waɗa e sahaa laabi 1 e nder kala misalli peewɗi 20 ɗi ƴeewataa. Ƴeewde taarorɗe keewɗe, walla ƴeewtude taarorde wootere haa ndi rewa, ina addana njeñtuɗi goongaaɗi fenaande, tigi.

4. Taarle ɗe foti haanaa

Taarle haaniiɗe ngam anndude suudu wootere yaltata ko ɓuri 1/37, e daraja ɓade gooto 5% e doole 80%. Suudu yaltata laabi 1 e nder 35 e nder 1 e nder 37 ina wonnoo ɓural mawngal ngam fijoowo, ina sokli taarle windaaɗe ujunaaje sappoyaaje ngam tabitinde ɗum.

keewal goongaɓural fijoowotaarle haaniiɗee taarle 40/h
1 e nder 25+44,0%1 10828 h
1 e nder 30+20,0%4 392110 h
1 e nder 33+9,1%15 747394 h
1 e nder 35+2,9%69 4611 737 h
Tabitinde ooñol ko windude taarle jamma caggal jamma, ujunaaje sappoyaaje e majje.

Laawol Golle

Ɓamgol misal. Ɓamgol fotngol e cuuɗi 37 e masiŋ limooje mo aawdi woni (mulberry32, aawdi 99), ngam hello ngol waawa fiyteede.
Ƴeewndo. Ƴeewndo kii-kaare (χ²) Pearson ngam hawrugol, darajaaji ndimaagu 36, njaru p iwdi e fonksiyoŋ gamma timmaani peewnaaɗo.
Doole. Ɓadagol normal e ƴeewndo feccere wootere, α = 0,05 e ɓade gooto, doole 0,80.
Keerol. Anndugol statistik tan. Sabaabuuji fiisik e ƴeewtagol geɗe (wonaa cuuɗi) ina yeewtee e Ƴeewtagol Geɗe Taarorde.

Ƴeewndo weltinoowo

Taarorde peewnde ina waɗa limooje wulɗe kala jamma. Tabitinde ooñol ina sokli taarle ujunaaje sappoyaaje.

Taarorde peewnde ina waɗa limooje wulɗe kala jamma. Tabitinde ooñol ina sokli taarle ujunaaje sappoyaaje.

Iwdi

  1. Pearson, K. (1900). On the criterion that a given system of deviations… Philosophical Magazine, 50(302).
  2. Thorp, E. O. (1969). Optimal gambling systems for favorable games. Review of the International Statistical Institute, 37(3).
  3. Ethier, S. N. (2010). The Doctrine of Chances: Probabilistic Aspects of Gambling. Springer. Tind. 13, Roulette.