File Download Area

Information about "Cambridge Secondary Checkpoint - Math (1112) April 2013 Paper 1.pdf"

  • Filesize: 1.77 MB
  • Uploaded: 11/12/2018 21:04:18
  • Status: Active

Free Educational Files Storage. Upload, share and manage your files for free. Upload your spreadsheets, documents, presentations, pdfs, archives and more. Keep them forever on this site, just simply drag and drop your files to begin uploading.

Download Urls

  • File Page Link
    https://www.edufileshare.com/136f39931501ecf8/Cambridge_Secondary_Checkpoint_-_Math_(1112)_April_2013_Paper_1.pdf
  • HTML Code
    <a href="https://www.edufileshare.com/136f39931501ecf8/Cambridge_Secondary_Checkpoint_-_Math_(1112)_April_2013_Paper_1.pdf" target="_blank" title="Download from edufileshare.com">Download Cambridge Secondary Checkpoint - Math (1112) April 2013 Paper 1.pdf from edufileshare.com</a>
  • Forum Code
    [url]https://www.edufileshare.com/136f39931501ecf8/Cambridge_Secondary_Checkpoint_-_Math_(1112)_April_2013_Paper_1.pdf[/url]

[PDF] Cambridge Secondary Checkpoint - Math (1112) April 2013 Paper 1.pdf | Plain Text

lmlturuffiiltilililil|il UNIVERSITY OF CAMBRIOGE INTERNATIONAL EXAMINAIIONS CENTRE - I I candidri6s amrer on rhe oueslim Paper Additi.nar Mat n.br Geoneniel instum6nls 1112t01 READ THESE INSTRUCTIONS FIRST W.ic you. Cenlre numb.r, €ndidale numbq and n.me on all lhe mrk vou h.nd Wnia in d.lk blue or black p.n. You fiay u* a 3on p€ncil tor any dlagEns or gEphs Oo not e staDles, paporclips, hiqhlishisrs. glle or mredon ilid OO NOT WRITE ]N ANY AARCODES. NO CAI.CUIATOR ALLOWED, Youshouldsh .ll,qircrLliq in lhe b.oklet Th€ numbs ol mai€ is gi€n in brackars I lel tle €nd ot 4dt queslion or p.r'. q@lion' Th€ roEr number ol ro*s for rh's ooF s s0. \ 1 i1 12 Thb ddment comisls ol 15 pdnlEd paqes and 1 blank pagE J

Itluuil[]tilill|ilru P a ring around rll the nmbeB Lhat are *a.ily divisible by 9 (.) Conplete the table. I 35672 93 146 t98 2 Jmie has 60 counte6. He gives + orbk countes to sarn.nd J to sally How msy @utrtes do6 Janie have left? E.ik mal.s a pattem wilh tiles. He @@rds how nany tiles arc us€d for @h panem Nmber. la\ I 2 5 (0 I 8 l5 22 50 Irl t2l (b) Erik finds a rute connecting lh€ paltem number and the number ofliles Put a dng around the cor@l rule t2l I!l t=6p-l

4 TIle diagnm shows a fair spimn wi t8 tltilllliltt 3 a numbd on it, sme ofwhicb de showt. . The otrly nunb€r! on lhe spinre. de I, 4 and 5. . The prcbatility ofthe spinnq landing on . section .mbered witl . The spinnd is eqully likely to land otr an odd numb€r aE it i€ to land 6n an cven ntrmber. Cohplet€ the nmb€dng o! the spinrer. 121 & tt - -::l

ilnmililil 5 write dom d'e value of Jile 6 (.) work our rhe val eof4 {b) Give a eeomelric rc0lon fo. you answe.. t1l NOT TO SCALE 9fll

I Iumililffirr 7 Work out th€ temp€tEtlrc whm (r) lhe tdpsatlrre is 5"C atrd i falls by I l"c, Irl 0l 'c (b) th€temleErurcis-2oclnditfallsby 8'c Martin h playing a game. The prcbabitity ofwinning h 0.3 Wtal is th6 probability of mt winning? trl Thr€e stn.l€nrs took a t€sr The rest wa out of 50 lMks, 72r/o who scor€d the highest? ................. sco'd rhe hiahesr I2l ffi r*'."s1

trmmilnll!t l0 Match ech eldlalion with irs eswq, 0.? t 1000 70, 0.1 ?0O + 0.01 1l This tatle shows the outcons Aoln $e ftnclion t-+ 2r+ 3 complete the outpur @lumn of the hble. I 5 6 9 t5 33 the following equ..ion. 45.6=r.2=3E infomation to rhlte dowtr ttb answe$ !o $e following. 7 70 700 7000 70 000 Il tll lZ Look at (.) 456: l2 (b) lE , 1.2 fll Ill (c) 3.8 1.2 Ill

nilililrilrr ? 13 A c{boid hrs dimdsions 2om x 3 om x 5cm. Part oftlE ftt ofthis cuboid is lhom on the crntimet€ squ.rE g.id. Conplele the net oflbe oboid. tll s n"^""g1

milmililtlllflfrilmruffill s 14 The tmvel gmph shows KaEn\joomey beb{d two townt' Spritrgton and Watwortl oT rrrrr rrrrrrr rii I r_ irson rooo lloo tzoo lroo l4oo 200 150 (k') 'nn 50 iime Gorge makes the samejoumey b€tw€en SPrington and watworth. He le;v€s Spdngton at 1000 and tiavels al a constant sPeed ofS0kmA without (r) Draw a line on lhe mvel goph to rcPreseit Georgei joumev (b) How much 6rlie. than Kard did Ceorge sive at Watworth? Irl ftl

mlllflltilil , r 15 Writ lhese NhbcB in order ofsi@ sbrtilg with the trI.llst. JE t: ,JA a.2z trI (r) 1.56 x 3.6 (t) 5.aa + 1.6 121 L2l E rr'^""c

illilllilll! 10 l? Ayako 3trd Joshua sharE 59 sweeb b€tw€en d$in Arrlo ha u sw@l!, r;h'D h'q 3 l.s sP€el5 than Aval() 'woik out the rslE oft. 1S Thc rlap shows tbe posiaiotr! of two berch6, 't and '' A boat is on a bsdng ofo62" Bom b€ach.4 ud on a b"dng of 2860 Aom b6t'h t' Mart ttE po€ition ofthe boat clearlv on $e lrap' t2l I2l

ll 19 DEftk wll€thsr €loh oftbcs€ slitem€trE it true or frlsa Tick (r') the con€ct boxs. 90: O n ! u n n (b) -11 mnililill; T tll t21 t21 @21 {x2l r"-*jl

llilIl1ffillI l2 2l Tbe nap shows 0n islud with two iorns, P and 0. The srle ofdlc nap is I cm : 4 km. I Thc firc departunt wanls !o build a new fiE statim on ih€ island. The fire stadod should be . no more ltsn 20 Lm tom loM P . no more lban 32 km fiom to1rn O Shsde lh€ rcgion oD lhe island wh@ lh€ fire slation 6uld be built. 22 Workout (.) 5+2t? l2l 0l (b) 4!(l+3'?) III

iltilmnmffi 23 H@ i! a ntrhber lirc. 432-\0123456 Tick ("/) which ofth* inequalities is shom on lbe nmb.. line. I T I tr lsr a5 -2

mililililil 14 24 Th€ slsD dd leafdiagirm shows lhe h€ights, in cr! oflhe 15 snrddte in class &{ ud the 15 srndentc in cla{c aB. Cl$s &{ 83 777 986 3l CLs 8B I 5 4 0 t4 t5 l6 t7 l8 6 0 I 0 2 27 13 58 key: 1416= l46cm ' Ill4 = I4lcm (r) f'trd E BngF of heights of the sn'dedB inclds EA. trl (b) Find the m€di{ ofrhe heights ofthe shrdmrs in clns 88. (c) Give two statemetrts to compfue thd'h€ighls oflhe snldents in th€ two classes. Ill t21

llll" 20 drints to sll at tte eh@l shop. ] f: 4TE til ut N5. iltililtil illl|lll Il iltilI 25 Ah Tlt How mnch should he sll eeh drink for? t3l