방정식이나 문제를 입력하십시오
카메라 입력이 인식되지 않습니다!

해결방법 - 팩토리얼

417179837008898051305137572955037217180075533593600190448367751711658522803042920407659667681671550313449147762120817626198861931595935569889203965569931935833082499213793375696767959317245564893346409454933324178529318983145082292760079518293345899478479982520895289041508276123523345957940104031937424170282372484514668131895487672432047739536490556056095480952849683209589845107446428205864271438819093467192157234744157392483512795392534380378498159627257871172088904752877996365923188483538260564320590202317893979839954197822082793789948185738551334527430959796523189333171036438646101234946817123912427342940058390652047352722747884854436815055134376536404414592612240685731993389812506321013513785740757054253413706124336292392049098506187083476948847370072302988053199131774520557439190137820091075789844889557717070172435577478227156769630305784189412895191607360050288321339316588213774896487843583324350688749836621132477702183824352006834956331057990495500603911197310007894071894692308162003831793252972881680045885026708814737275998914561646477689983874839281149338266142641465941717831061796057116179909172150700175870327190357639503067470275485631132453863112960342067257577951371502389578092886085028185034767724409715041867293765225321044754958576237840021615123443923248439824946562372440164149852856491682600834997064177223870329527710831274890656132051282699808001057916199246435709302935996181592184936242719471560670591504531489335908014763799215015598450198348583821417967428916900893496496442770551025547911981978408804410960114183367793506069861091606000023562051030372601229550116894820409775292609562586041402953435333716144769683357628774002542639926265601814128261186924112309801935006043219062073929647853815306634349930891861507518338596421194761307964750625156243862806224247823982709620633975381895920390114714164911238363736681627262379324735766466774539571412046358735217579913402712917345953647000848035080633995093904750120030609038925463781707296520964786606386968850115376448617127275716944312272661061615345761181307484514663221588652309008851270583471395829692372949972309191790282079208717108563805823591364540520297190348741185151049245570202737994550129382988816629900854900376657002478681288882221883921016389527035218915933491410226214999927921049600000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000
417179837008898051305137572955037217180075533593600190448367751711658522803042920407659667681671550313449147762120817626198861931595935569889203965569931935833082499213793375696767959317245564893346409454933324178529318983145082292760079518293345899478479982520895289041508276123523345957940104031937424170282372484514668131895487672432047739536490556056095480952849683209589845107446428205864271438819093467192157234744157392483512795392534380378498159627257871172088904752877996365923188483538260564320590202317893979839954197822082793789948185738551334527430959796523189333171036438646101234946817123912427342940058390652047352722747884854436815055134376536404414592612240685731993389812506321013513785740757054253413706124336292392049098506187083476948847370072302988053199131774520557439190137820091075789844889557717070172435577478227156769630305784189412895191607360050288321339316588213774896487843583324350688749836621132477702183824352006834956331057990495500603911197310007894071894692308162003831793252972881680045885026708814737275998914561646477689983874839281149338266142641465941717831061796057116179909172150700175870327190357639503067470275485631132453863112960342067257577951371502389578092886085028185034767724409715041867293765225321044754958576237840021615123443923248439824946562372440164149852856491682600834997064177223870329527710831274890656132051282699808001057916199246435709302935996181592184936242719471560670591504531489335908014763799215015598450198348583821417967428916900893496496442770551025547911981978408804410960114183367793506069861091606000023562051030372601229550116894820409775292609562586041402953435333716144769683357628774002542639926265601814128261186924112309801935006043219062073929647853815306634349930891861507518338596421194761307964750625156243862806224247823982709620633975381895920390114714164911238363736681627262379324735766466774539571412046358735217579913402712917345953647000848035080633995093904750120030609038925463781707296520964786606386968850115376448617127275716944312272661061615345761181307484514663221588652309008851270583471395829692372949972309191790282079208717108563805823591364540520297190348741185151049245570202737994550129382988816629900854900376657002478681288882221883921016389527035218915933491410226214999927921049600000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000

다른 해결 방법

팩토리얼

단계별 설명

1. 팩토리얼을 찾아보세요

991의 팩토리얼은 991 이하의 모든 양의 정수의 곱입니다:

991!=991·990·989·988·987·986·985·984·...·7·6·5·4·3·2·1=417179837008898051305137572955037217180075533593600190448367751711658522803042920407659667681671550313449147762120817626198861931595935569889203965569931935833082499213793375696767959317245564893346409454933324178529318983145082292760079518293345899478479982520895289041508276123523345957940104031937424170282372484514668131895487672432047739536490556056095480952849683209589845107446428205864271438819093467192157234744157392483512795392534380378498159627257871172088904752877996365923188483538260564320590202317893979839954197822082793789948185738551334527430959796523189333171036438646101234946817123912427342940058390652047352722747884854436815055134376536404414592612240685731993389812506321013513785740757054253413706124336292392049098506187083476948847370072302988053199131774520557439190137820091075789844889557717070172435577478227156769630305784189412895191607360050288321339316588213774896487843583324350688749836621132477702183824352006834956331057990495500603911197310007894071894692308162003831793252972881680045885026708814737275998914561646477689983874839281149338266142641465941717831061796057116179909172150700175870327190357639503067470275485631132453863112960342067257577951371502389578092886085028185034767724409715041867293765225321044754958576237840021615123443923248439824946562372440164149852856491682600834997064177223870329527710831274890656132051282699808001057916199246435709302935996181592184936242719471560670591504531489335908014763799215015598450198348583821417967428916900893496496442770551025547911981978408804410960114183367793506069861091606000023562051030372601229550116894820409775292609562586041402953435333716144769683357628774002542639926265601814128261186924112309801935006043219062073929647853815306634349930891861507518338596421194761307964750625156243862806224247823982709620633975381895920390114714164911238363736681627262379324735766466774539571412046358735217579913402712917345953647000848035080633995093904750120030609038925463781707296520964786606386968850115376448617127275716944312272661061615345761181307484514663221588652309008851270583471395829692372949972309191790282079208717108563805823591364540520297190348741185151049245570202737994550129382988816629900854900376657002478681288882221883921016389527035218915933491410226214999927921049600000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000

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