{"id":81483,"date":"2022-11-30T09:07:02","date_gmt":"2022-11-30T08:07:02","guid":{"rendered":"https:\/\/onlinelotto365.com\/?p=81483"},"modified":"2022-11-30T09:07:02","modified_gmt":"2022-11-30T08:07:02","slug":"izracunajte-kvote-za-katero-koli-loterijo","status":"publish","type":"post","link":"https:\/\/onlinelotto365.com\/sl\/izracunajte-kvote-za-katero-koli-loterijo\/","title":{"rendered":"Zmaga na loteriji – kak\u0161ne so mo\u017enosti?"},"content":{"rendered":"

Izra\u010dunavanje mo\u017enosti za zmago na loteriji ni tako te\u017eko. Kdor redno igra loterijo, mora dobro premisliti, kje lahko najve\u010d zaslu\u017ei. Najprej preu\u010dimo matemati\u010dno verjetnost prvega dobitka na loteriji (vse glavne \u0161tevilke) in glavnega dobitka (vse glavne \u0161tevilke in \u0161tevilka(-e) glavnega dobitka). Zaradi preprostosti bomo pri izra\u010dunu zanemarili vse manj\u0161e dobitke.
\n\"<\/a><\/p>\n

Matemati\u010dna formula za izra\u010dun verjetnosti za dobitek v igri loto<\/h2>\n

Verjetnost dobitka na loteriji je vrednost 1, deljena s \u0161tevilom mo\u017enih kombinacij \u0161tevilk. \u0160tevilo mo\u017enih kombinacij \u0161tevil bomo izra\u010dunali s tako imenovanim faktorialom, imenovanim tudi n. (Enostavni) faktorial \u0161tevila dobimo, \u010de \u0161tevilo pomno\u017eimo z vsemi celimi \u0161tevili, ki so manj\u0161a od samega \u0161tevila. Primer: 1 x 2 x 3 x 4 x 5 = 120. \u010ce \u017eelimo izra\u010dunati mo\u017ene kombinacije \u0161tevilk v igri loto, v kateri je iz\u017erebanih 6 od skupno 49 \u0161tevilk, uporabimo naslednjo formulo: 49! \/ (6! – 43!) = 13.983.816. To pomeni, da je verjetnost, da bo od 49 mo\u017enih \u0161tevilk iz\u017erebanih 6 pravilnih, enaka pribli\u017eno ena, deljeno s 14 milijoni. \u010ce predpostavimo, da morate za osvojitev glavnega dobitka zadeti eno dodatno \u0161tevilko med 1 in 9, potem je verjetnost za osvojitev glavnega dobitka ena proti 125.854.344 (13.983.816 x = 9).<\/p>\n

Katera loterija ima najbolj\u0161e mo\u017enosti za zmago?<\/h2>\n

Zdaj, ko lahko vsakdo igra vse velike mednarodne loterije prek spleta, lahko primerjate in izberete najbolj\u0161e loterijske glavne dobitke s seznama na desni strani na\u0161e spletne strani. Do zdaj smo obravnavali le \u010disto verjetnost – vendar obstaja \u0161e izjemno pomemben dodatni dejavnik, in sicer tako imenovano pri\u010dakovanje dobitka. Vse loterije nimajo enake vi\u0161ine dobitkov.<\/p>\n

Nekatere loterije izpla\u010dajo velik del zneska, ki ga sprejmejo, nekatere pa izpla\u010dajo le veliko manj. Ve\u010dina dr\u017eavnih loterij se financira iz razli\u010dnih stvari iz izkupi\u010dka loterije. V najbolj\u0161em primeru se denar uporabi za socialne in dobrodelne programe ali pa dr\u017eava ta denar preprosto obravnava kot neke vrste dr\u017eavni prihodek, v nekaterih primerih pa loterijske dru\u017ebe slu\u017eijo tudi kot zato\u010di\u0161\u010de za nekdanje politike in \u010dlane strank, ki dobijo donosna vodstvena mesta. Njihove pla\u010de se seveda izpla\u010dujejo iz prihodkov od loterije … To je \u017eal pogosta praksa v \u0161tevilnih dr\u017eavah.<\/p>\n

\u010ce torej \u017eelite izra\u010dunati pri\u010dakovani dobitek, je jasno, da je to odvisno od treh dejavnikov:<\/h2>\n
    \n
  • \u0161tevila mo\u017enih kombinacij \u0161tevilk<\/li>\n
  • stro\u0161kov nakupa sre\u010dke (v tabeli boste na\u0161li ceno spletne sre\u010dke)<\/li>\n
  • potencialnega dobitka (tukaj zaradi preprostosti uporabljamo samo povpre\u010dni glavni dobitek)<\/li>\n<\/ul>\n

    Matemati\u010dno pri\u010dakovanje dobitka za glavni dobitek loto se izra\u010duna na naslednji na\u010din:
    \nZnesek glavnega dobitka loterije, deljen z mo\u017enimi kombinacijami \u0161tevilk, deljen s ceno sre\u010dke.<\/p>\n

    Vi\u0161ji kot je odstotek, bolj “ekonomi\u010dna” je loterija. Z vidika igralca so najbolj\u0161e mo\u017enosti za loterijski dobitek tiste z najvi\u0161jim odstotkom.
    \n\"
    \nKot lahko vidite, dve najve\u010dji ameri\u0161ki loteriji, Powerball in Mega Millions, ponujata veliko vi\u0161ja pri\u010dakovanja za dobitek kot druge, tudi pri 50-milijonskem glavnem dobitku. Kljub vi\u0161ji ceni za spletno sre\u010dko so va\u0161e mo\u017enosti tu ve\u010dje kot pri lokalni loteriji. \u010ce bi bil glavni dobitek vi\u0161ji kot v na\u0161i tabeli, bi bile va\u0161e mo\u017enosti \u0161e bolj\u0161e. Na primer, pri jackpotu 200 milijonov v igri Mega Millions bi bila pri\u010dakovana zmaga pribli\u017eno 37 % – primerjajte to s ponudbo lokalnega lota!<\/p>\n

    Zato bi moralo biti povsem enostavno razumeti, da je vedno bolj smiselno porabiti na primer 3 ali 4 dolarje za nakup spletne sre\u010dke za ameri\u0161ko loterijo, \u010de je glavni dobitek 15-krat vi\u0161ji od va\u0161ega lokalnega lota.<\/p>\n","protected":false},"excerpt":{"rendered":"

    Izra\u010dunavanje mo\u017enosti za zmago na loteriji ni tako te\u017eko. Kdor redno igra loterijo, mora dobro premisliti, kje lahko najve\u010d zaslu\u017ei. Najprej preu\u010dimo matemati\u010dno verjetnost prvega dobitka na loteriji (vse glavne \u0161tevilke) in glavnega dobitka (vse glavne \u0161tevilke in \u0161tevilka(-e) glavnega dobitka). Zaradi preprostosti bomo pri izra\u010dunu zanemarili vse manj\u0161e dobitke. Matemati\u010dna formula za izra\u010dun verjetnosti […]<\/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-81483","post","type-post","status-publish","format-standard","hentry"],"yoast_head":"\nIzra\u010dunajte kvote za katero koli loterijo<\/title>\n<meta name=\"description\" content=\"Kako izra\u010dunati mo\u017enosti za zmago na loteriji. 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