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2016年袋鼠数学竞赛-四年级

来源:化拓教育网
 Singapore Math Kangaroo Contest 2017 Primary 4 Contest Paper Name: School: INSTRUCTIONS: 1. Please DO NOT OPEN the contest booklet until the Proctor has given permission to start. 2. TIME : 1 hour and 30 minutes 3. There are 30 questions in this paper. 3 points, 4 points and 5 points will be awarded for each correct question in Section A, Section B and Section C respectively. No points are deducted for Unanswered question. 1 point is deducted for Wrong answer. 4. Shade your answers neatly in the answer entry sheet. 5. PROCTORING : No one may help any student in any way during the contest. 6. No calculators are allowed. 7. All students must fill and shade in your Name, Index number, Level and School in the Answer sheet provided. 8. MINIMUM TIME: Students must stay in the exam hall for at least 1 hour and 15 minutes. 9. Students must show detailed working and transfer answers to the answer entry sheet. 10. No spare papers can be used in writing this contest. Enough space is provided for your working of each question. 11. You must return this contest paper to the proctor. Rough Working

SingaporeMathKangarooContest2017–Primary4/Grade4

SectionA(Correct–3points|Unanswered–0points|Wrong–deduct1point)

Question1

Whichofthepieces(A,B,C,D,E)willfitinbetweenthetwopiecesbelow,suchthatthetwoequationsformedwillbetrue?

8–3=2

=55–1

(A)

(B)

=34–2=45–3

(D)

=51+2

(C)

=51+1

(E)

Question2

Johnlooksthroughthewindowasshowninthepicturebelow.Heonlyseeshalfthenumberofkangaroosinthepark.Howmanykangaroosarethereintheparkintotal?

(A)12(B)14(C)16(D)18(E)20

1

SingaporeMathKangarooContest2017–Primary4/Grade4

Question3

Twogriddedtransparentsheetsaredarkenedinsomesquares,asshowninthepicturebelow.Theyarebothplacedontopoftheboardshowninthemiddle.Thethepicturesbehindthedarkenedsquarescannotbeseen.Onlyoneofthepicturescanstillbeseen,whichpictureisit?

(A)(B)(C)(D)(E)Question4Aoriginalpictureoffootprints(left)wasrotatedinaparticularway.Theresultisshownontherightoftheoriginalpicture.Whichpairoffootprintsaremissing?(A)(B)(C)(D)(E)

Question5

Whatnumberishiddenbehindthepanda?

10+ 6 =

(A)16

+8

– 6 = (C)20

+ 8

– 10 = = A

(D)24

(E)28

(B)18

1

2

1

SingaporeMathKangarooContest2017–Primary4/Grade4

Question6

Inthetablebelow,thecorrectsumsareshown.Whatnumberisintheboxwiththequestionmark?

(A)10(B)12(C)13(D)15(E)16

Question7

Dollyaccidentallybrokethemirrorintopieces.Howmanypieceshaveexactlyfoursides?

(A)2(B)3(C)4(D)5(E)6

Question8

Whichoptionshowsthenecklacebelowwhenitisuntangled?

(A)(B)(C)(D)(E)

3

SingaporeMathKangarooContest2017–Primary4/Grade4

SectionB(Correct–4points|Unanswered–0points|Wrong–deduct1point)

Question9

ThepicturebelowshowsthefrontofAnn’shouse.Thebackofherhousehasthreewindowsandnodoor.WhatdoesAnnseewhensheisstandingfromthebackofherhouse?

(A)(B)(C)

(D)

Question10

Whichoptioniscorrect?

(E)

(A)(D)

(B)(E)

(C)

4

SingaporeMathKangarooContest2017–Primary4/Grade4

Question11

Balloonsaresoldinpacketsof5,10and25.Mariusbuysexactly70balloons.Whatisthesmallestnumberofpacketshecouldbuy?(A)3

(B)4

(C)5

(D)6

(E)7

Question12

Bobfoldedapieceofpaper.Hecutexactlyoneholethroughthefoldedpaper.Thenheunfoldedthepieceofpaperandsawtheresultasshowninthepicturebelow.HowdidBobfoldhispieceofpaper?

(A)(B)(C)(D)(E)

Question13

Thereisatournamentatapool.Atfirst,13childrensignedup,andthenanother19signedup.Sixteamswithanequalnumberofmembersareneededforthetournament.

Atleasthowmanymorechildrenneedtosignupsothatthesixteamscanbeform?(A)1

(B)2

(C)3

(D)4

(E)5

Question14

Numbersareplacedinthecellsofthe4×4squareshowninthepicturebelow.Maryselectsany2×2squarein4×4squareandaddsupallthenumbersinthefourcells.Whatisthelargestpossiblesumshecanget?

(A)11(B)12(C)13(D)14(E)15

5

SingaporeMathKangarooContest2017–Primary4/Grade4

Question15

Davidwantstocook5dishesonastovewithonly2burners.Thetimeheneededtocookthe5dishesare40mins,15mins,35mins,10minsand45mins.Whatistheshortestpossibletimeinwhichhecancookall5dishes?(Hecanonlyremoveadishfromthestovewhenitisfullycooked.)(A)60min(D)80min

(B)70min(E)85min

(C)75min

Question16

Whichnumbershouldbewritteninthecirclecontainingthequestionmark?(A)10(B)11(C)12(D)13(E)14

SectionC(Correct–5points|Unanswered–0points|Wrong–deduct1point)

Question17

Thepictureshowsagroupofbuildingblocksandaplanoftheseblocks.Someinkhasdrippedontotheplan.Whatisthesumofthenumberscoveredbytheink?3114131(A)3(B)4(C)5

6

(D)6(E)7

SingaporeMathKangarooContest2017–Primary4/Grade4

Question18

Howlongisthetrain?

340 m110 m(A)55m

(B)115m

(C)170m

(D)220m

(E)230m

Question19Georgetrainsathisschoolfieldatfiveo’clockeveryafternoon.Thejourneyfromhishousetothebusstoptakes5minutes.Thebusjourneytakes15minutes.Ittakeshim5minutestogofromthebusstoptothefield.Thebusrunsevery10minutesfromsixinthemorning.Whatisthelatesttimehehastoleavehishouseinordertoarriveatthefieldexactlyontime?

(A)(B)(C)

(D)(E)

Question20

Asmallzoohasagiraffe,anelephant,alionandaturtle.Susanwantstoplanatourwhereshesees2differentanimals.Shedoesnotwanttostartwiththelion.Howmanydifferenttourscansheplan?(A)3

(B)7

(C)8

(D)9

(E)12

7

SingaporeMathKangarooContest2017–Primary4/Grade4

Question21

Fourbrothershaveeaten11cookiesintotal.Eachofthemhaseatenatleastonecookieandnotwoofthemhaveeatenthesamenumberofcookies.Threeofthemhaveeaten9cookiesintotalandoneofthemhaseatenexactly3cookies.Whatisthelargestnumberofcookiesoneofthebrothershaseaten?(A)3

(B)4

(C)5

(D)6

(E)7

Question22

Zosiahashiddensomesmileysinsomeofthesquaresinthetable.Insomeoftheothersquaresshewritesthenumberofsmileysintheneighbouringsquaresasshowninthepicture.Twosquaresaresaidtobeneighbouringiftheyshareacommonsideoracommoncorner.Howmanysmileyshasshehidden?

(A)4(B)5(C)7(D)8(E)11

Question23

Tenbagscontaindifferentnumbersofcandiesfrom1to10ineachofthebag.Fiveboystooktwobagsofcandieseach.Alexgot5candies,Bobgot7candies,Charlesgot9candiesandDennisgot15candies.HowmanycandiesdidEricget?(A)9

(B)11

(C)13

(D)17

(E)19

Question24

Katehas4flowers,onewith6petals,onewith7petals,onewith8petalsandonewith11petals.Katetearsoffonepetalfromthreeflowers.Shedoesthisseveraltimes,choosinganythreeflowerseachtime.Shestopswhenshecannolongertearonepetalfromthreeflowers.Whatisthesmallestnumberofpetalswhichcanremain?(A)1(B)2(C)3(D)4(E)5

8

Rough Working

Rough Working

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