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数学题用1分.2分.5分的硬币组成1元问有多少种凑法
更新时间:2024-03-29 09:52:29
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问题描述:

数学题用1分.2分.5分的硬币组成1元问有多少种凑法

郭秀萍回答:
  541种分别表示1,2,5分数目   (0020)(0518)(01016)(01514)(02012)(02510)(0308)(0356)(0404)(0452)(0500)(1219)(1717)(11215)(11713)(12211)(1279)(1327)(1375)(1423)(1471)(2418)(2916)(21414)(21912)(22410)(2298)(2346)(2394)(2442)(2490)(3119)(3617)(31115)(31613)(32111)(3269)(3317)(3365)(3413)(3461)(4318)(4816)(41314)(41812)(42310)(4288)(4336)(4384)(4432)(4480)(5019)(5517)(51015)(51513)(52011)(5259)(5307)(5355)(5403)(5451)(6218)(6716)(61214)(61712)(62210)(6278)(6326)(6374)(6422)(6470)(7417)(7915)(71413)(71911)(7249)(7297)(7345)(7393)(7441)(8118)(8616)(81114)(81612)(82110)(8268)(8316)(8364)(8412)(8460)(9317)(9815)(91313)(91811)(9239)(9287)(9335)(9383)(9431)(10018)(10516)(101014)(101512)(102010)(10258)(10306)(10354)(10402)(10450)(11217)(11715)(111213)(111711)(11229)(11277)(11325)(11373)(11421)(12416)(12914)(121412)(121910)(12248)(12296)(12344)(12392)(12440)(13117)(13615)(131113)(131611)(13219)(13267)(13315)(13363)(13411)(14316)(14814)(141312)(141810)(14238)(14286)(14334)(14382)(14430)(15017)(15515)(151013)(151511)(15209)(15257)(15305)(15353)(15401)(16216)(16714)(161212)(161710)(16228)(16276)(16324)(16372)(16420)(17415)(17913)(171411)(17199)(17247)(17295)(17343)(17391)(18116)(18614)(181112)(181610)(18218)(18266)(18314)(18362)(18410)(19315)(19813)(191311)(19189)(19237)(19285)(19333)(19381)(20016)(20514)(201012)(201510)(20208)(20256)(20304)(20352)(20400)(21215)(21713)(211211)(21179)(21227)(21275)(21323)(21371)(22414)(22912)(221410)(22198)(22246)(22294)(22342)(22390)(23115)(23613)(231111)(23169)(23217)(23265)(23313)(23361)(24314)(24812)(241310)(24188)(24236)(24284)(24332)(24380)(25015)(25513)(251011)(25159)(25207)(25255)(25303)(25351)(26214)(26712)(261210)(26178)(26226)(26274)(26322)(26370)(27413)(27911)(27149)(27197)(27245)(27293)(27341)(28114)(28612)(281110)(28168)(28216)(28264)(28312)(28360)(29313)(29811)(29139)(29187)(29235)(29283)(29331)(30014)(30512)(301010)(30158)(30206)(30254)(30302)(30350)(31213)(31711)(31129)(31177)(31225)(31273)(31321)(32412)(32910)(32148)(32196)(32244)(32292)(32340)(33113)(33611)(33119)(33167)(33215)(33263)(33311)(34312)(34810)(34138)(34186)(34234)(34282)(34330)(35013)(35511)(35109)(35157)(35205)(35253)(35301)(36212)(36710)(36128)(36176)(36224)(36272)(36320)(37411)(3799)(37147)(37195)(37243)(37291)(38112)(38610)(38118)(38166)(38214)(38262)(38310)(39311)(3989)(39137)(39185)(39233)(39281)(40012)(40510)(40108)(40156)(40204)(40252)(40300)(41211)(4179)(41127)(41175)(41223)(41271)(42410)(4298)(42146)(42194)(42242)(42290)(43111)(4369)(43117)(43165)(43213)(43261)(44310)(4488)(44136)(44184)(44232)(44280)(45011)(4559)(45107)(45155)(45203)(45251)(46210)(4678)(46126)(46174)(46222)(46270)(4749)(4797)(47145)(47193)(47241)(48110)(4868)(48116)(48164)(48212)(48260)(4939)(4987)(49135)(49183)(49231)(50010)(5058)(50106)(50154)(50202)(50250)(5129)(5177)(51125)(51173)(51221)(5248)(5296)(52144)(52192)(52240)(5319)(5367)(53115)(53163)(53211)(5438)(5486)(54134)(54182)(54230)(5509)(5557)(55105)(55153)(55201)(5628)(5676)(56124)(56172)(56220)(5747)(5795)(57143)
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