求一些英文的小学数学应用题。

1、In2004,16JunefallsonaWednesday.Onwhatdayoftheweekwill16Junefallin2010?

2、Inamagicsquarethesumofthenumbersineachrow,ineachdiagonalandineachcolumnareequal.Inthismagicsquarethevalueofxis:

3、Ifhalfofanumberis30,thenthree-quartersofthatnumberis____.

4、Thesumofthedigitsofthefollowingproduct

999×555

5、Threepositiveintegershaveasumof28.Thegreatestpossibleproductthattheseintegerscanhaveis_____.

6、Jackwastryingtotessellateregularpentagons.Hemanagedthe

followingfigure.

Thesizeofangle.a.is______.

7、Iftheareaoftheshadedregionoftheregularhexagoninthediagram

belowis36cm2,theareaofthewholehexagonincm2is_____.

8、Inwhatfollows,□andΔaredifferentnumbers.

When503isdividedby□theremainderis20.

When503isdividedbyΔtheremainderis20.

When493isdividedby□xΔtheremainderis_____.

9、Alady,herbrother,hersonandherdaughter(allrelatedbybirth)played

volleyball.Theworstplayer'stwin(whoisoneofthefourplayers)andthe

bestplayerareofopposite***.

Theworstplayerandthebestplayerareofthesameage.

Whocannotbetheworstplayer(s)?

A)brotheronlyB)daughteronly

C)sonanddaughteronlyD)ladyanddaughteronly

E)ladyonly

10、Ifyoucontinuethegivennumberpattern,inwhatrowandinwhat

positioninthatrowwillthenumber320be?

1--------------row1

23--------------row2

456--------------row3

78910--------------row4

Theanswersaregivenintheorderofrow;position.

参考答案：

1、Wednesday2、123、454、27（求数位上上的数字之和）5、28=9+9+10，因此答案为8106、36度7、1088、503-20=483483=3×7×23＝21×23，因此□xΔ＝483，因此此题余数是10.9、D10、25，20

英语数学题

1、Anantcoversadistanceof90metresin3hours.Theaveragespeedoftheantindecimetresperminuteis____.

2、

3、Inacertaintownsomepeoplewereaffectedbya’flu’epidemic.Inthefirstmonth20%ofthepopulationcontractedthefluwhilst80%werehealthy.

Inthefollowingmonth20%ofthesickpeoplerecoveredand20%ofthehealthypeoplecontractedthedisease.

Whatfractionofthepopulationishealthyattheendofthesecondmonth?

4、Mpho,Barry,Sipho,EricaandFatimaaresittingonaparkbench.

Mphoisnotsittingonthefarright.Barryisnotsittingonthefarleft.

Siphoisnotsittingateitherend.EricaissittingtotherightofBarry,

butnotnecessarilynexttohim.FatimaisnotsittingnexttoSipho.

SiphoisnotsittingnexttoBarry.

Whoissittingatthefarright?

5、Ofthe28T–shirtsinadrawer,sixarered,fiveareblue,andtherestarewhite.IfBobselectsT–shirtsatrandomwhilstpackingforaholiday,whatistheleastnumberhemustremovefromthedrawertobesurethathehasthreeT–shirtsofthesamecolour?

6、Inanalienlanguage,jalezborgfarnmeans“goodmathsskills”.Nurfklarborgmeans“mathsinharmony”anddarkoklarfarnmeans“goodingold”.

Whatis“harmonygold”inthislanguage?

7、Fivechildren,Amelia,Bongani,Charles,DevineandEdwina,wereinthe

classroomwhenoneofthembrokeawindow.Theteacheraskedeachofthemtomakeastatementabouttheevent,knowingthatthreeofthemalwayslieandtwoalwaystellthetruth.Theirstatementswereasfollows:

Amelia:“Charlesdidnotbreakit,nordidDevine.”

Bongani:“Ididn’tbreakit,nordidDevine.”

Charles:“Ididn’tbreakit,butEdwinadid.”

Devine:“AmeliaorEdwinabrokeit.”

Edwina:“Charlesbrokeit.”

Whobrokethewindow?

8、Didyouknow?Apalindromeisanumberwhichreadsthesameforwardsasbackwardse.g.35453.Nextyear2002isanexampleofapalindromicnumber.Whatisthedifferencebetween2002andthenumberofthepreviouspalindromicyear?

9、IfaÅb=(3×b)thenthevalueof2+(2×a)Å(3Å5)is____.10、TwoantsstartatpointAandwalkatthesamepace.Oneantwalksarounda3cmby3cmsquarewhilsttheotherwalksarounda6cmby3cm

rectangle.Whatistheminimumdistance,incentimetres,anyonemust

coverbeforetheymeetagain?

参考答案：

1、单位换算，注意单词，90×10÷（3×60）＝5

2、46

3、0.68

4、Erica

5、抽屉原则7

6、注意一一对应，borg=maths,farn=good,jalez=skills.Klar=in,Nurf=harmony,darko=gold.答案是Nurfdarko.

7、Charles

8、1001

9、67

10、108

　1、Didyouknow?Inthedecimalnumbersystem(base10)tendifferentdigits,0to9,areusedtowriteallthenumbers.Inthebinarynumbersystem(base2)twodifferentdigitsareused,i.e.0and1.

　　Whichoneofthefollowingnumbersisnotavalidnumberinthe

octalnumbersystem(base8)?

A)128B)127C)126D)125E)124

2、Thenumberofdiagonalsthatcanbedrawninaregularpolygonwith

twentysides(icosagon)is_____.

3、Ifaandbareintegers,10ÄÄandthen379Ä6isequalto_____.

　　4、Twonumbersareintheratio2:3.When4isaddedtoeachnumbertheratiochangesto5:7.Thesumofthetwooriginalnumbersis____.

　　5、ThegreatestnumberofMondayswhichcanoccurin45consecutive

daysis____

　　6、Saulplaysavideogameinwhichhescores4forahitandlost6foramiss.After20roundshisscoreis30.Thenumberoftimeshehasmissedis____.

　　7、ThreegirlsA,BandCrunina100mrace.WhenAfinishes,Bis10m

behindAandwhenBfinishesCis20mbehindB.HowfarinmetreswasCfromAwhenAfinished?(Let’sassumealltheathletesrunataconstantspeed)

　　8、Theareasofthefacesofarectangulaboxare84cm2,70cm2and30cm2.Thevolumeoftheboxincm3is____.

　　9、Youhave3weights:1kg,3kgand9kgaswellasanequalarmbalance,asshown.Howmanydifferentweightobjectscanyouweighwiththesethree?

[Remembertheweightsmaybeplacedoneitherside]

　　参考答案：

　　1、A考察我们学过的简单的进制问题，显然8进制中没有8出现

　　2、170找规律，公式为n×（n-3）÷2

　　3、1定义新运算，就是求379÷6的余数。

　　4、40，16和24

　　5、7

　　6、5

　　7、28米，根据距离比求出速度比，三者的速度比为1：9/10：18/25

　　8、420分解质因数

　　9、13种

1.Twonumbersdifferby57.Theirsumis185.Findthenumbers.Choicesforthesmallernumber:546474.

2.Abuswent318kmfartherthanacar.Thecarwentonethirdasfarasthebus.Howfardideachvehicletravel?Choicesforthesmallernumber:147151159

3.onenumberisfourtimesanothernumber.Thelargernumberisalso87morethanthesmallernumber.Findthenumbers.Choicesforthesmallernumber:293033

4.Aclownweights60lbmorethanatrapezeartist.Thetrapezeartistweighstwothidsasmuchastheclown.Howmuchdoeseachweigh?choicesfortheweightofthetrapezeartist:110120125

5.TheU.S.Senatehas100memebers,allDemocratsorRepublicans.Recentlytherewere12moreDemocratsthanRepublicans.HowmanySenatorsfromeachpoliticalpartywerethereatthattime?ChoicesforthenumberofRepublicans:384244

6.Theninthgradeclasshas17moregirlsthanboys.thereare431studentsinall.howmanyboysarethere?howmanygirlsarethere?Choicesforthenumberofboys:191202207

7.ElenahasoneandahalftimesasmuchmoneyasRamon.Togethertheyhave225.howmuchmoneydoeseachhave?

ChoicesforRamom'samount;809095

8.Westernstatecollegeis18yearsolderthansouthernstate.westernisalso2andthehalftimesasoldassouthern.howoldiseach?Choiceforsouthernstate'sage:121418

answers: 1.设较小数为x.x+x+57=185x=64.

2.设轿车行驶了x千米.318+x=3xx=159千米

轿车行驶了159千米,公车行驶了318+159=477千米.

3.设较小数为x.4x=x+87x=29.

4.60+x=3x/2x=120

5.LetthenumberofRepublicansbex.x+x+12=100x=44

6.设有x名男生x+x+17=431x=207名

有男生207名,女生431-207=224名.

7.设Ramom有x元.x+3x/2=225x=90元

8.设southernstatescollege有x年历史.x+18=5x/2x=12年.