{"id":81464,"date":"2022-11-30T08:30:20","date_gmt":"2022-11-30T07:30:20","guid":{"rendered":"https:\/\/onlinelotto365.com\/?p=81464"},"modified":"2022-11-30T08:30:20","modified_gmt":"2022-11-30T07:30:20","slug":"beregn-oddsene-for-et-hvilket-som-helst-lotteri","status":"publish","type":"post","link":"https:\/\/onlinelotto365.com\/da\/beregn-oddsene-for-et-hvilket-som-helst-lotteri\/","title":{"rendered":"At vinde i lotto – hvad er oddsene?"},"content":{"rendered":"

Det er ikke s\u00e5 sv\u00e6rt at beregne chancerne for at vinde i lotteriet. Enhver, der regelm\u00e6ssigt spiller i lotto, b\u00f8r t\u00e6nke grundigt over, hvor han kan f\u00e5 mest ud af sine penge. Lad os f\u00f8rst og fremmest overveje den matematiske sandsynlighed for en f\u00f8rstepr\u00e6mie i lotteriet (alle hovednumre) og jackpotten (alle hovednumre plus jackpotttallet\/numrene). For enkelhedens skyld ser vi bort fra alle mindre gevinster i vores beregning.
\n\"<\/a><\/p>\n

Den matematiske formel til beregning af oddsene for at vinde i lotto<\/h2>\n

Sandsynligheden for at vinde i lotto er v\u00e6rdien 1 divideret med antallet af mulige kombinationer af tal. Antallet af mulige kombinationer af tal vil blive beregnet ved hj\u00e6lp af den s\u00e5kaldte faktorial, ogs\u00e5 kaldet n. Den (simple) faktorial af et tal f\u00e5s, n\u00e5r tallet ganges med alle hele tal, der er mindre end selve tallet. Eksempel: Faktorial af 5 – skrevet som 5! = 1 x 2 x 3 x 4 x 5 x 5 = 120. For at beregne de mulige talkombinationer i et lotto, hvor der tr\u00e6kkes 6 ud af i alt 49 tal, bruger vi f\u00f8lgende formel: 49! \/ (6! – 43!) = 13.983.816. Det betyder, at chancen for at f\u00e5 de 6 rigtige tal ud af 49 mulige er lig med ca. 1 divideret med 14 millioner. Hvis man antager, at man skal ramme et ekstra tal mellem 1 og 9 for at vinde jackpotten, er chancen for at vinde jackpotten 1 ud af 125 854 344 (13 983 816 x = 9).<\/p>\n

Hvilket lotteri har de bedste chancer for at vinde?<\/h2>\n

Nu hvor alle kan spille alle de store internationale lotterier online, kan du sammenligne og v\u00e6lge de bedste lottojackpots fra listen i h\u00f8jre side af vores hjemmeside. Indtil videre har vi kun besk\u00e6ftiget os med ren sandsynlighed – men der er en yderst vigtig yderligere faktor, nemlig den s\u00e5kaldte vinderforventning. Ikke alle lotterier har det samme niveau af pr\u00e6miepenge.<\/p>\n

Nogle lottoevents udbetaler en stor del af det bel\u00f8b, som de indbringer, andre udbetaler kun meget mindre. De fleste statslotterier finansierer fra forskellige ting fra lotteriets indt\u00e6gter. I bedste fald bruges pengene til sociale og velg\u00f8rende programmer, eller staten betragter simpelthen disse penge som en slags statsindt\u00e6gter, men i nogle tilf\u00e6lde tjener lottoselskaberne ogs\u00e5 som et fristed for tidligere politikere og partimedlemmer, der f\u00e5r lukrative lederstillinger. Deres l\u00f8nninger skal naturligvis betales af lotterieindt\u00e6gterne … Dette er desv\u00e6rre en almindelig praksis i mange lande.<\/p>\n

S\u00e5 hvis du \u00f8nsker at beregne dine vinderforventninger, er det klart, at det afh\u00e6nger af tre faktorer:<\/h2>\n
    \n
  • antallet af mulige kombinationer af tal<\/li>\n
  • prisen for at k\u00f8be en billet (i tabellen finder du prisen p\u00e5 en onlinebillet)<\/li>\n
  • den potentielle gevinst (her bruger vi for enkelhedens skyld kun den gennemsnitlige jackpot)<\/li>\n<\/ul>\n

    Den matematiske forventning om gevinst for lottojackpotten beregnes s\u00e5ledes:
    \nLotto-jackpottens bel\u00f8b, divideret med de mulige talkombinationer, divideret med prisen p\u00e5 en kupon.<\/p>\n

    Jo h\u00f8jere procentdel, jo mere “\u00f8konomisk” er lotteriet. De bedste vinderchancer i lotteriet fra spillerens synspunkt er den med den h\u00f8jeste procentdel.
    \n\"
    \nSom du kan se, giver de to store amerikanske lotterier, Powerball og Mega Millions, meget h\u00f8jere vinderchancer end de andre, selv med en jackpot p\u00e5 50 millioner. P\u00e5 trods af den h\u00f8jere pris for en onlinebillet er dine chancer bedre her end i dit lokale lotto. Hvis jackpotten var h\u00f8jere end i vores tabel, ville dine chancer v\u00e6re endnu bedre. Med en jackpot p\u00e5 200 millioner p\u00e5 Mega Millions ville vinderforventningen f.eks. v\u00e6re ca. 37 % – sammenlign det med det, som dit lokale lotto tilbyder!<\/p>\n

    Det burde derfor v\u00e6re ganske let at forst\u00e5, at det altid giver mere mening at bruge f.eks. 3 eller 4 dollars p\u00e5 at k\u00f8be en online-lottokupon til et amerikansk lotteri, n\u00e5r jackpotten er 15 gange h\u00f8jere end dit lokale lotto.<\/p>\n","protected":false},"excerpt":{"rendered":"

    Det er ikke s\u00e5 sv\u00e6rt at beregne chancerne for at vinde i lotteriet. Enhver, der regelm\u00e6ssigt spiller i lotto, b\u00f8r t\u00e6nke grundigt over, hvor han kan f\u00e5 mest ud af sine penge. Lad os f\u00f8rst og fremmest overveje den matematiske sandsynlighed for en f\u00f8rstepr\u00e6mie i lotteriet (alle hovednumre) og jackpotten (alle hovednumre plus jackpotttallet\/numrene). For […]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[],"tags":[],"class_list":["post-81464","post","type-post","status-publish","format-standard","hentry"],"yoast_head":"\nBeregn oddsene for ethvert lotteri<\/title>\n<meta name=\"description\" content=\"S\u00e5dan beregner du vinderchancerne p\u00e5 lotto. 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