{"id":2931,"date":"2025-10-24T14:08:57","date_gmt":"2025-10-24T17:08:57","guid":{"rendered":"https:\/\/quintana.com.uy\/inicio\/?p=2931"},"modified":"2025-11-23T16:27:16","modified_gmt":"2025-11-23T19:27:16","slug":"gazylion-tajemniczy-wiat-liczb-i-liczenia","status":"publish","type":"post","link":"https:\/\/quintana.com.uy\/inicio\/gazylion-tajemniczy-wiat-liczb-i-liczenia\/","title":{"rendered":"Gazylion: Tajemniczy \u015awiat Liczb i Liczenia"},"content":{"rendered":"<p>Cyfra zero odgrywa wa\u017cn\u0105 rol\u0119, poniewa\u017c liczysz bardzo du\u017ce liczby . Pomaga \u015bledzi\u0107 te wielokrotno\u015bci 10, poniewa\u017c im wi\u0119ksza liczba, tym wi\u0119cej zer jest potrzebnych. W poni\u017cszej tabeli pierwsza kolumna zawiera nazw\u0119 liczby, druga podaje liczb\u0119 zer po pocz\u0105tkowej cyfrze, a trzecia m\u00f3wi, ile grup trzech zer trzeba by by\u0142o wypisa\u0107 ka\u017cd\u0105 liczb\u0119.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"300px\" alt=\"zylion ile to\"\/><\/p>\n<p>Istnieje r\u00f3wnie\u017c \u201ed\u0142uga skala\u201d, kt\u00f3ra jest u\u017cywana we Francji, a wcze\u015bniej w Wielkiej Brytanii, gdzie miliard oznacza milion milion\u00f3w. Zgodnie z t\u0105 definicj\u0105 miliarda, liczba jest zapisywana z jedynk\u0105, po kt\u00f3rej nast\u0119puje 12 zer. Skala kr\u00f3tka i skala d\u0142uga zosta\u0142y opisane przez francusk\u0105 matematyk\u0119 Genevieve Guitel w 1975 roku. Gazylion to termin, kt\u00f3ry pojawia si\u0119 w kontek\u015bcie matematyki i reprezentuje ogromne liczby.<\/p>\n<p>To ogromna liczba, kt\u00f3ra trudno jest sobie wyobrazi\u0107, ale stanowi spos\u00f3b na opisanie niezwyk\u0142ych ilo\u015bci. Bardzo cz\u0119sto w szkole czy podczas skomplikowanych analiz finansowych miewamy problemy z zapisem du\u017cych liczb. W dzisiejszym artykule powiemy, ile zer ma 1 trylion, jak poprawnie zapisa\u0107 t\u0119 liczb\u0119 i ile to tysi\u0105c trylion\u00f3w.<\/p>\n<ul>\n<li>Gazylion to matematyczne wyra\u017cenie reprezentuj\u0105ce liczb\u0119 1, followed by 120 zer.<\/li>\n<li>Je\u015bli chodzi o tworzenie tre\u015bci zwi\u0105zanych z gazylionem, pami\u0119taj o zachowaniu klarowno\u015bci i dostosowaniu j\u0119zyka do odbiorc\u00f3w.<\/li>\n<li>Czy kiedykolwiek zastanawia\u0142e\u015b si\u0119, ile zer jest w milionie?<\/li>\n<li>Ponadto ka\u017cdy wi\u0119kszy wydatek liczony jest w\u0142a\u015bnie w tysi\u0105cach.<\/li>\n<\/ul>\n<h2 id=\"toc-0\">Liczby zer w milionie, miliardzie, bilionie i wi\u0119cej<\/h2>\n<p>Mianowicie zar\u00f3wno w trylionach, jak i tryliardach mo\u017cna wyra\u017ca\u0107 bardzo du\u017ce odleg\u0142o\u015bci. Przyk\u0142adowo wielko\u015b\u0107 ca\u0142ego Wszech\u015bwiata mo\u017cna oszacowa\u0107 na 880 tryliard\u00f3w kilometr\u00f3w. R\u00f3wnie\u017c w j\u0119zyku m\u00f3wionym nie stosuje si\u0119 nazw d\u0142ugich liczb, poniewa\u017c podstawowa wiedza matematyczna jest bardziej rozpowszechniona ni\u017c wiedza o znaczeniu rzadko stosowanych nazw. W Stanach Zjednoczonych \u2014 a tak\u017ce na ca\u0142ym \u015bwiecie w nauce i finansach \u2014 miliard to 1000 milion\u00f3w, kt\u00f3re zapisuje si\u0119 jako jedynk\u0119 z dziewi\u0119cioma zerami. Jako inny przyk\u0142ad, znacznie \u0142atwiej jest zapami\u0119ta\u0107, \u017ce bilion jest zapisany z czterema zestawami trzech zer ni\u017c wyliczy\u0107 12 oddzielnych zer. Chocia\u017c mo\u017cesz pomy\u015ble\u0107, \u017ce to jest ca\u0142kiem proste, po prostu poczekaj, a\u017c b\u0119dziesz musia\u0142 policzy\u0107 27 zer dla oktylionu lub 303 zera dla centylionu. Gazylion jest wykorzystywany w matematyce teoretycznej oraz naukach przyrodniczych, zw\u0142aszcza tam, gdzie mamy do czynienia z niezwykle du\u017cymi liczbami lub ilo\u015bciami, kt\u00f3rych trudno sobie wyobrazi\u0107.<\/p>\n<h2 id=\"toc-1\">Po\u017cyczki na procent od os\u00f3b fizycznych \u2013 jak to dzia\u0142a?<\/h2>\n<p>Tradycyjnie d\u0142uga skala jest u\u017cywana w wi\u0119kszo\u015bci kraj\u00f3w Europy (w tym w Polsce) i w wi\u0119kszo\u015bci pozaeuropejskich kraj\u00f3w z europejskim j\u0119zykiem (opr\u00f3cz angielskiego). Wi\u0119kszo\u015b\u0107 kraj\u00f3w angloj\u0119zycznych stosuje kr\u00f3tk\u0105 skal\u0119, w szczeg\u00f3lno\u015bci Australia, Filipiny, Irlandia, Stany Zjednoczone i inne.<\/p>\n<p>Zaczynaj\u0105c od najmniejszej liczby w tym artykule, odpowiemy na pytanie ile zer ma tysi\u0105c. Odpowied\u017a z pewno\u015bci\u0105 jest znana dla ka\u017cdego, kto wykonuje prac\u0119 zarobkow\u0105 (cho\u0107 \u017cycz\u0119 ka\u017cdemu, aby wynagrodzenie by\u0142o w wysoko\u015bci dziesi\u0105tek tysi\u0119cy). Ponadto ka\u017cdy wi\u0119kszy wydatek liczony jest w\u0142a\u015bnie w tysi\u0105cach.<\/p>\n<h2 id=\"toc-2\">Ile zer ma miliard, milion, trylion, biliard, kwadrylion, tryliard i inne liczby?<\/h2>\n<p>Gazylion to matematyczne wyra\u017cenie <a href=\"https:\/\/szukajpozyczki.pl\/city\/warszawa\/\">https:\/\/szukajpozyczki.pl\/<\/a> reprezentuj\u0105ce liczb\u0119 1, followed by 120 zer. Jest to liczba o ogromnej warto\u015bci, u\u017cywana g\u0142\u00f3wnie do opisu ogromnych ilo\u015bci czy abstrakcyjnych poj\u0119\u0107. Wcale nie tak rzadko u\u017cywan\u0105 liczb\u0105 jest miliard.<\/p>\n<ul>\n<li>Stanowi ona jeden z najwi\u0119kszych stopni liczbowych w systemie liczbowym.<\/li>\n<li>Tabela taka jak powy\u017csza mo\u017ce z pewno\u015bci\u0105 by\u0107 pomocna przy wymienianiu nazw wszystkich liczb w zale\u017cno\u015bci od tego, ile maj\u0105 zer.<\/li>\n<li>R\u00f3wnocze\u015bnie prosimy o zapoznanie si\u0119 z Polityk\u0105 prywatno\u015bci serwisu.<\/li>\n<li>Nie, gazylion to tylko jedno z wyra\u017ce\u0144 o ogromnej warto\u015bci.<\/li>\n<\/ul>\n<h2 id=\"toc-3\">Klimat lokalny: wp\u0142yw i znaczenie dla naszej okolicy<\/h2>\n<p>Jest to wyra\u017cenie matematyczne oznaczaj\u0105ce liczb\u0119 1, followed by 120 zer. Jest to  liczba tak ogromna, \u017ce trudno sobie j\u0105 wyobrazi\u0107. Stanowi ona jeden z najwi\u0119kszych stopni liczbowych w systemie liczbowym. Poni\u017cej zamieszczamy list\u0119 z informacjami,&nbsp;ile zer ma milion, miliard, trylion, biliard&nbsp;i inne. Liczba do pot\u0119gi oznacza liczb\u0119 zer w danej liczbie. Mo\u017cesz przyr\u00f3wna\u0107 gazyliona do liczby ziaren piasku na pla\u017cy lub gwiazd na niebie.<\/p>\n<h2 id=\"toc-4\">Ile zer ma miliard, milion, trylion, biliard, kwadrylion, tryliard i inne?<\/h2>\n<p>\u201d, a to oznacza, \u017ce jest to temat, kt\u00f3ry budzi zainteresowanie. Czytelnicy poszukuj\u0105 informacji, a Twoja strona mo\u017ce im je dostarczy\u0107. Wys\u0142anie zg\u0142oszenia r\u00f3wnoznaczne jest ze zgod\u0105 na jego publikacj\u0119 w serwisie. R\u00f3wnocze\u015bnie prosimy o zapoznanie si\u0119 z Polityk\u0105 prywatno\u015bci serwisu. Gazylion jest poj\u0119ciem tajemniczym i abstrakcyjnym, kt\u00f3re wywo\u0142uje ciekawo\u015b\u0107 wielu os\u00f3b. Pytania na temat jego znaczenia i zastosowania pojawiaj\u0105 si\u0119 zar\u00f3wno w\u015br\u00f3d zwyk\u0142ych os\u00f3b, jak i w \u015brodowiskach naukowych. Bilion to wr\u0119cz niebotyczna ilo\u015b\u0107, kt\u00f3r\u0105 mo\u017cemy przyr\u00f3wna\u0107 do ilo\u015bci gwiazd we wszech\u015bwiecie, czy ilo\u015bci ziarenek piasku.<\/p>\n<div style='text-align:center'><iframe width='560' height='314' src='https:\/\/www.youtube.com\/embed\/1Bs12GcP5gE' frameborder='0' alt='zylion ile to' allowfullscreen><\/iframe><\/div>\n<h2 id=\"toc-5\">Czy gazylion to najwi\u0119ksza liczba?<\/h2>\n<p>Cho\u0107 gazylion jest liczb\u0105 abstrakcyjn\u0105 i trudn\u0105 do zastosowania w codziennych obliczeniach, znajduje swoje miejsce w matematyce teoretycznej i naukach przyrodniczych. Jest u\u017cywany do opisywania ogromnych ilo\u015bci czy zjawisk, kt\u00f3re wymykaj\u0105 si\u0119 zasi\u0119gowi zwyk\u0142ych liczb. Sama liczba trylion wydaje si\u0119 ogromna i jest wykorzystywana stosunkowo rzadko. Jeszcze wi\u0119ksz\u0105 unikalno\u015bci\u0105 wyr\u00f3\u017cnia si\u0119 tryliard, ale i dla niego mo\u017cna znale\u017a\u0107 ciekawe zastosowanie.<\/p>\n<h2 id=\"toc-6\">Popularne dni<\/h2>\n<p>Ile zer ma miliard, milion, trylion, biliard, kwadrylion, tryliard i inne liczby? Ile zer ma milion milion\u00f3w, tysi\u0105c tysi\u0119cy, sto tysi\u0119cy&nbsp;i inne? Sprawdzamy informacje i ciekawostki dotycz\u0105ce du\u017cych liczb. Cho\u0107 na co dzie\u0144 rzadko u\u017cywa si\u0119 wi\u0119kszych liczb, czasami mog\u0105 si\u0119 one bardzo przyda\u0107.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"305px\" alt=\"zylion ile to\"\/><\/p>\n<p>Je\u015bli chodzi o tworzenie tre\u015bci zwi\u0105zanych z gazylionem, pami\u0119taj o zachowaniu klarowno\u015bci i dostosowaniu j\u0119zyka do odbiorc\u00f3w. Unikaj nadmiernego skomplikowania i stawiania na piedestale swojej wiedzy matematycznej. Wa\u017cne jest, aby przekaza\u0107 informacje w spos\u00f3b zrozumia\u0142y dla przeci\u0119tnej osoby, a jednocze\u015bnie ciekawy dla os\u00f3b zainteresowanych tematyk\u0105 matematyczn\u0105. W dzisiejszym artykule wkroczymy w fascynuj\u0105cy \u015bwiat matematyki, a konkretniej \u2013 w tajemnice gazylionu. To zagadkowe poj\u0119cie wywo\u0142uje ciekawo\u015b\u0107 wielu os\u00f3b, dlatego z pewno\u015bci\u0105 warto zg\u0142\u0119bi\u0107 jego znaczenie oraz kontekst, w jakim jest u\u017cywane. Tak zwane \u00abliczby olbrzymy\u00bb mog\u0105 by\u0107 zapisywane na dwa sposoby.<\/p>\n<h2 id=\"toc-7\">Trylion<\/h2>\n<ul>\n<li>_ Czy wiesz, ile zer jest w vigintillionie?<\/li>\n<li>Unikaj nadmiernego skomplikowania i stawiania na piedestale swojej wiedzy matematycznej.<\/li>\n<li>Z pomno\u017cenia tysi\u0105ca milion\u00f3w, czy ile to milion milion\u00f3w.<\/li>\n<li>Bardzo u\u0142atwia to przeczytanie tak zapisanej liczby.<\/li>\n<\/ul>\n<p>Wiele os\u00f3b zastanawia si\u0119, ile zer ma miliard, milion, trylion,&nbsp;biliard, kwadrylion, tryliard, sto tysi\u0119cy albo co to jest milion milion\u00f3w, tysi\u0105c tysi\u0119cy i inne. W poni\u017cszym tek\u015bcie przedstawiamy kr\u00f3tko informacje na ten temat oraz ciekawostki zwi\u0105zane z du\u017cymi liczbami. Cho\u0107 z pewno\u015bci\u0105 jeste\u015bcie w stanie powiedzie\u0107 ile zer maj\u0105 liczby, z kt\u00f3rymi mamy do czynienia na co dzie\u0144, tak w przypadku wi\u0119kszych liczb mo\u017cemy mie\u0107 wi\u0119ksze problemy \u2013 i s\u0142usznie. Ponadto, wiele os\u00f3b zastanawia si\u0119 tak\u017ce jaka liczba wyjdzie np. Z pomno\u017cenia tysi\u0105ca milion\u00f3w, czy ile to milion milion\u00f3w. Niniejszy artyku\u0142 odpowie Wam na pytania jak w tytule \u201cIle zer ma miliard, milion, tysi\u0105c, bilion, biliard i trylion?<\/p>\n<h2 id=\"toc-8\">Po\u017cyczka na 500+ i alimenty, tak\u017ce dla os\u00f3b ze z\u0142\u0105 histori\u0105 kredytow\u0105<\/h2>\n<p>Co powiesz na googolplex , kt\u00f3ry jest jedynk\u0105, po kt\u00f3rej nast\u0119puje googol zer. Googolplex jest tak du\u017cy, \u017ce nie ma jeszcze \u017cadnego sensownego zastosowania \u2014 jest wi\u0119kszy ni\u017c liczba atom\u00f3w we wszech\u015bwiecie.<\/p>\n<h2 id=\"toc-9\">Jak liczy\u0107 po hiszpa\u0144sku do milion\u00f3w i dalej?<\/h2>\n<p>Nie, gazylion to tylko jedno z wyra\u017ce\u0144 o ogromnej warto\u015bci. Istniej\u0105 jeszcze wi\u0119ksze liczby, takie jak \u201cgazylion gazylion\u00f3w\u201d czy liczby opisane przy u\u017cyciu notacji pot\u0119gowej. Zagadkowy termin gazylion r\u00f3wnie\u017c ma swoje odzwierciedlenie w \u015bwiecie internetu. Wyszukiwarki, takie jak Google, pe\u0142ne s\u0105 pyta\u0144 typu \u201cile to jest gazylion?<\/p>\n<p>Kolejn\u0105 liczb\u0105 w naszym zestawieniu jest milion. To bardzo du\u017ca warto\u015b\u0107, kt\u00f3r\u0105 mo\u017cemy u\u017cywa\u0107 w celach s\u0142u\u017cbowych, przy sprawdzaniu przychod\u00f3w przedsi\u0119biorstwa, czy te\u017c przy wycenie wi\u0119kszych nieruchomo\u015bci. Co ciekawe, przed denominacj\u0105 z\u0142otego Polska posiada\u0142a banknot w nominale 1 miliona, co odpowiada\u0142o zaledwie 100 nowym z\u0142otych. Tabela taka jak powy\u017csza mo\u017ce z pewno\u015bci\u0105 by\u0107 pomocna przy wymienianiu nazw wszystkich liczb w zale\u017cno\u015bci od tego, ile maj\u0105 zer. Ale zobaczenie, jak wygl\u0105daj\u0105 niekt\u00f3re z tych liczb, mo\u017ce by\u0107 naprawd\u0119 zaskakuj\u0105ce.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Cyfra zero odgrywa wa\u017cn\u0105 rol\u0119, poniewa\u017c liczysz bardzo du\u017ce liczby . Pomaga \u015bledzi\u0107 te wielokrotno\u015bci 10, poniewa\u017c im wi\u0119ksza liczba, tym wi\u0119cej zer jest potrzebnych. W poni\u017cszej tabeli pierwsza kolumna zawiera nazw\u0119 liczby, druga podaje liczb\u0119 zer po pocz\u0105tkowej cyfrze, a trzecia m\u00f3wi, ile grup trzech zer trzeba by by\u0142o wypisa\u0107 ka\u017cd\u0105 liczb\u0119. Istnieje r\u00f3wnie\u017c [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[47],"tags":[],"class_list":["post-2931","post","type-post","status-publish","format-standard","hentry","category-pozyczki"],"_links":{"self":[{"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/posts\/2931","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/comments?post=2931"}],"version-history":[{"count":1,"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/posts\/2931\/revisions"}],"predecessor-version":[{"id":2932,"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/posts\/2931\/revisions\/2932"}],"wp:attachment":[{"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/media?parent=2931"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/categories?post=2931"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/quintana.com.uy\/inicio\/wp-json\/wp\/v2\/tags?post=2931"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}