100道數(shù)學(xué)難題

100道數(shù)學(xué)難題

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時(shí)間:2019-02-15

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1、100道數(shù)學(xué)難題Exerciseyourmind's100mathproblems100famouselementarymathematicalproblems01,Archimedes,Archimedes,Problema,BovinumThesungodhadaherdofcowsandfourcowsofwhite,black,flower,andbrownInChicago,whitecattlemorethanbrowncattlenumber,the1/2+1/3numberisequivalenttot

2、henumberofblackcattle;blackthanbrowncattle1/4+1/5,thenumberoftheequivalentnumberofcattle:cattlemorethanbrowncattlenumber,the1/6+1numberisequivalenttothenumberofwhitecattle/7.Thecow,thenumberisthenumberofblackwhitecattle1/3+1/4;blackcattleisthenumbernumbernumberi

3、s1/4+1/5;huaniuThenumberofallbrowncattle1/5+1/6;thenumberofbrowncattleis1/6+1/7?ofallwhitecattleAskhowthecattlearemadeupTheweightsof02questionsdeMeiQiYakeTheWeightProblemofBachetdeMeziriacAbusinessmanhadaweightof40pounds,fallinginto4piecesduetofallingtotheground

4、?Later,theweightofeachpiecewasweighedIt'sthewholepound,andyoucanusethese4piecestoweighpoundsofanyintegerbetween1and40poundsHowmuchistheweightofthe4weights?Question03Newton'sGrasslandandcowproblemNewtonsProblemoftheFieldsandCowsTheacowfinishedthepastureontheBbloc

5、kwithinCdays:TheacowfinishedthepastureontheBblockwithinCdays;AtheheadcowwillbthegrassonthegroundandfinishitinCdays;Figureouttherelationshipbetweenthe9quantitiesfromatoCQuestion04sevenquestionsofBeiBei,sBerwick,,s,Problem,of,the,Seven,SevensInthefollowingdivision

6、example,thedivisorisdividedbythedivisor:^7^7^7

7、/****,7**Thenumbersontheasterisk(*)areaccidentallyerased?Whatfiguresaremissing?Question05Kirkman,sfemalestudentquestionKirkmansSchoolgirlProblemTherearefifteengirlsinaboardingschool.Theyusuallywalkthreepeopleeachday

8、andaskwhattheywanttodotomakeeachGirlswalkwitheachotherinthesamerowofgirls,andjustonceaweekQuestion06BernoulliEuleraboutthewrongenvelopeTheBernoulli-EulerProblemoftheMisadDressedlettersSeekingthearrangementofnelementsrequiresthatnoelementinthepermutationisinthepo

9、sitionthatitshouldoccupyQuestion07Euler'ssubdivisionofpolygonsEuler,s,Problem,of,Polygon,DivisionHowmanymethodscanbeusedtosplitanedgepolygon(aplane,aconvexpolygon)int

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