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文件名称:袋鼠数学竞赛Level D【7-8年级】2010年真题英文版含答案.pdf
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InternationalKangarooMathematicsContest2010

CadetLevel:Class(78)MaxTime:2Hours

3-pointproblems

Q1)Howmuchis12+23+34+45+56+67+78+89?

A)396B)404C)405D)otheranswer.

Q2)Howmanyaxesofsymmetrydoesthefigurehave?

A)1B)2C)4D)infinitelymany

Q3)Toykangaroosarepackedforshipment.Eachofthemispackedinaboxwhichisacube.Exactly

eightboxesarepackedtightlyinabiggercubiccardboardbox.Howmanykangarooboxesareonthe

bottomfloorofthisbigcube?

A)1B)2C)3D)4

Q4)Theperimeterofthefigureisequalto

A)3a+4bB)3a+8bC)6a+6bD)6a+8b

Q5)Ehsandrawsthesixverticesofaregularhexagonandthenconnects

someofthe6pointswithlinestoobtainageometricfigure.Thenthis

figureissurelynota

A)trapeziumB)rightangledtriangleC)square

D)obtuseangledtriangle

Q6)Ifwetypesevenconsecutiveintegernumbersandthesumofthesmallestthreenumbersis33,

whichisthesumofthelargestthreenumbers?

A)39B)42C)48D)45

Q7)Afterstockingupfirewood,theworkersummedupthatfromthecertainnumberoflogshemade72

logsbesides53cutsweremade.Hesawsonlyonelogatatime.Howmanylogswereatthebeginning?

A)18B)19C)20D)21

1

Q8)Therearesevenbarsinthebox.Theyare3cm×1cminsize.The

boxisofsize5cm×5cm.Isitpossibletoslidethebarsintheboxso

therewillberoomforonemorebar?Atleasthowmanybarsmustbe

movedinthatcase?

A)