방정식이나 문제를 입력하십시오
카메라 입력이 인식되지 않습니다!

해결방법 - 팩토리얼

420968553994851716755941042336061773138320417349747921744064330687849165290658850058183317539527295977244346884077515263571000940056443561946724485943422740497560544110790490107737597696514192626989313274402950735145629649995037631443067122394899999473743675601307052514135495583777342036266502554931810464462535302234781162356697954018211644335510147382538325885822081947113869936878333204706631118889095325118221225776142676572666796561588678484861916879170404815427754543771943860669211386012371911524308983166391503370286778831566895852621781774522032822836488190235307097044436365939557250198604564997403978748797568770986228781783940317292447078843972286987300295269667694986875267217463492445523497215698339307178310922640052867859837039542970208828302088872152359286780153152896627082936566922392609273304631238866872020621167990138402391150661739848045302917868173612803553319189291840337937929206441296014822149179234240643493626462514638582196095921282033804847539048748746613594242878212070639588086027217842260389389532501326677372350065147978282230054364116328102258593483997442928070465249037393659111916419930070813189028446375014634780494728037972888449912323875219038605023159809790504115129047512641962699059257729278548806552739884279560802178179856548962275603878832743127976737197146761013269276343583938043224013182822627517991450767740943381085905198065287394552026151563316282249548875879093433082680366013593905822998490950039693146331749545121105548385669372940283973731007988800094345606904914784082288508559009494252685126250437303525233168376479925327975340112038721091048991036220807678885259949104526782444958057854405796942162823036098892575822327210496280654148523636843904946453083797395622678031935271256616179969657812171046940805849062759597687149092457271689064385695507390497184279146292009985792522820095020092066966434592963937819702054254759611038921707413076423024803141677813236474221641776839591403263365382345862886004650896998449830178906681094638351550927194869199241793266675799136541142947589924667771121400085282203049029921603439809556592806655731273837487358536015933685246426556113586080548528117598910491614882685353331028502089003771942028384846608291251161306660319532797657599686056732476206878294174606679027178094258553193743620505600000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
420968553994851716755941042336061773138320417349747921744064330687849165290658850058183317539527295977244346884077515263571000940056443561946724485943422740497560544110790490107737597696514192626989313274402950735145629649995037631443067122394899999473743675601307052514135495583777342036266502554931810464462535302234781162356697954018211644335510147382538325885822081947113869936878333204706631118889095325118221225776142676572666796561588678484861916879170404815427754543771943860669211386012371911524308983166391503370286778831566895852621781774522032822836488190235307097044436365939557250198604564997403978748797568770986228781783940317292447078843972286987300295269667694986875267217463492445523497215698339307178310922640052867859837039542970208828302088872152359286780153152896627082936566922392609273304631238866872020621167990138402391150661739848045302917868173612803553319189291840337937929206441296014822149179234240643493626462514638582196095921282033804847539048748746613594242878212070639588086027217842260389389532501326677372350065147978282230054364116328102258593483997442928070465249037393659111916419930070813189028446375014634780494728037972888449912323875219038605023159809790504115129047512641962699059257729278548806552739884279560802178179856548962275603878832743127976737197146761013269276343583938043224013182822627517991450767740943381085905198065287394552026151563316282249548875879093433082680366013593905822998490950039693146331749545121105548385669372940283973731007988800094345606904914784082288508559009494252685126250437303525233168376479925327975340112038721091048991036220807678885259949104526782444958057854405796942162823036098892575822327210496280654148523636843904946453083797395622678031935271256616179969657812171046940805849062759597687149092457271689064385695507390497184279146292009985792522820095020092066966434592963937819702054254759611038921707413076423024803141677813236474221641776839591403263365382345862886004650896998449830178906681094638351550927194869199241793266675799136541142947589924667771121400085282203049029921603439809556592806655731273837487358536015933685246426556113586080548528117598910491614882685353331028502089003771942028384846608291251161306660319532797657599686056732476206878294174606679027178094258553193743620505600000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000

다른 해결 방법

팩토리얼

단계별 설명

1. 팩토리얼을 찾아보세요

990의 팩토리얼은 990 이하의 모든 양의 정수의 곱입니다:

990!=990·989·988·987·986·985·984·983·...·7·6·5·4·3·2·1=420968553994851716755941042336061773138320417349747921744064330687849165290658850058183317539527295977244346884077515263571000940056443561946724485943422740497560544110790490107737597696514192626989313274402950735145629649995037631443067122394899999473743675601307052514135495583777342036266502554931810464462535302234781162356697954018211644335510147382538325885822081947113869936878333204706631118889095325118221225776142676572666796561588678484861916879170404815427754543771943860669211386012371911524308983166391503370286778831566895852621781774522032822836488190235307097044436365939557250198604564997403978748797568770986228781783940317292447078843972286987300295269667694986875267217463492445523497215698339307178310922640052867859837039542970208828302088872152359286780153152896627082936566922392609273304631238866872020621167990138402391150661739848045302917868173612803553319189291840337937929206441296014822149179234240643493626462514638582196095921282033804847539048748746613594242878212070639588086027217842260389389532501326677372350065147978282230054364116328102258593483997442928070465249037393659111916419930070813189028446375014634780494728037972888449912323875219038605023159809790504115129047512641962699059257729278548806552739884279560802178179856548962275603878832743127976737197146761013269276343583938043224013182822627517991450767740943381085905198065287394552026151563316282249548875879093433082680366013593905822998490950039693146331749545121105548385669372940283973731007988800094345606904914784082288508559009494252685126250437303525233168376479925327975340112038721091048991036220807678885259949104526782444958057854405796942162823036098892575822327210496280654148523636843904946453083797395622678031935271256616179969657812171046940805849062759597687149092457271689064385695507390497184279146292009985792522820095020092066966434592963937819702054254759611038921707413076423024803141677813236474221641776839591403263365382345862886004650896998449830178906681094638351550927194869199241793266675799136541142947589924667771121400085282203049029921603439809556592806655731273837487358536015933685246426556113586080548528117598910491614882685353331028502089003771942028384846608291251161306660319532797657599686056732476206878294174606679027178094258553193743620505600000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000

왜 이 것을 배워야하나요

카드 덱을 배열하는 방법은 지구에 있는 원자보다 많습니다. 사실, 표준 카드 덱인 52장의 카드를 섞고 한 줄로 놓았다면, 그것은 아마도 인류 역사에서 그 정확한 배열이 처음으로 나타나고 마지막으로 나타날 것입니다. 이런 엄청난 숫자는 상상하기조차 어렵고, 팩토리얼 덕분에 우리는 시도하지 않아도 됩니다.

팩토리얼은 통째로 수에 느낌표를 붙여 표현되며(예를 들어:10!), 주로 특정 집합이 가질 수 있는 다양한 조합, 또는 순열의 개수를 결정하는 데 자주 사용됩니다. 우리의 카드 예시에서, 팩토리얼은 52!이며, 이것은 대략 8에 67개의 제로가 붙은 값과 같습니다.
다음에 카드 게임을 하려고 할 때 카드 덱을 봐 보세요. 아마 당신이 들고 있는 것은 아마도 그 정확한 방식으로는 이전에 존재하지 않았을 것이며, 다시는 존재하지 않을 것입니다.

용어와 주제