When 5 consecutive odd integers, each greater than 34 are added, what is the smallest possible sum?

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问题 When 5 consecutive odd integers, each greater than 34 are added, what is the smallest possible sum?

选项

答案195

解析 To find the smallest possible sum, take the 5 consecutive odd integers that are the closest to 34(remember, they all must be greater than 34). These numbers would be: 35, 37, 39, 41, and 43. Add them together: 35 + 37 + 39 + 41 + 43 = 195.

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本试题收录于： GRE QUANTITATIVE题库GRE分类

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When 5 consecutive odd integers, each greater than 34 are added, what is the smallest possible sum?

GRE QUANTITATIVE

GRE

For20monthsthewreckedCostaConcordiahasbeenlyingonitssidenearthecoastofGiglio,asmallItalianisland.ButonTu

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Asanyworkingmumcantellyou,runningabusinessandafamilyatthesametimeisanalmostimpossibleact.Therearenevere

AsIwasgrowingup,mylifewentaroundsoccer(足球).Iplayedonthenationalyouthsoccerteams,andtravelledtoEurope.Atag

Weallknowthatitispossibleforordinarypeopletomaketheirhomesontheequator,althoughoftentheymayfeeluncomfortab

Afarmerwith1,350acresoflandhadplantedhisfieldswithcorn,sugarcane,andtobaccointheratioof5:3:1,respectively,

Ifxisapositivenumberand1/2thesquarerootofxisthecuberootofx,thenx=

Inthefigureabove，threesquaresandatrianglehaveareasofA，B，C，andXasshown．IfA=144，B=81，andC=225，thenX=

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