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This document consists of 16 printed pages. IB07 06_0842_01/2RP © UCLES 2007 [Turn over *4692969784* For Examiner's Use Pages Mark 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 Total UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS Cambridge International Primary Achievement Test MATHEMATICS 0842/01 Paper 1 May/June 2007 45 minutes Candidates answer on the Question Paper. Additional Materials: Pen Protractor Pencil Ruler READ THESE INSTRUCTIONS FIRST Write your Centre number, candidate number and name in the spaces at the\ top of this page. Write in dark blue or black pen. DO NOT WRITE IN ANY BARCODES. Answer all questions. Calculators are not allowed. The number of marks is given in brackets [ ] at the end of each questio\ n or part question. You should show all your working in the booklet.

2 Page Total © UCLES 2007 0842/01/M/J/07 1 Write this number in words. 1013 [1] 2 Here is a number. 749 Match the digits to their values. 7 tens 49 hundreds units [1] 3 Petra has 42 shells in her collection. She gives half of them to her friend Claire. How many shells does Claire get? [1]

3 Page Total © UCLES 2007 0842/01/M/J/07 [Turn over 4 Sourav buys a spinning top. It costs 48 cents. He has the coins shown. 50c50c 20c20c 20c20c 10c10c 2c2c 2c2c 5c5c 1c1c 1c1c 1c1c 10c10c Underline the coins he could use to pay for the top without needing change. [1] 5 Jacob writes a computer program that multiplies numbers by 3 then adds 2\ . input numbers: Jacob puts in 4. What number comes out of the program? [1]

4 Page Total © UCLES 2007 0842/01/M/J/07 6 Maya counts beetles with different numbers of spots. She finds these beetles: 3 spots, 5 spots, 7 spots, 3 spots, 3 sp ots, 5 spots, 3 spots, 5 spots, 3 spots, 7 spots, 3 spots She enters the results into a frequency table. Complete her table. Number of spots Frequency 3 spots 3 7 spots 2 [2] 7 One of these shapes has 4 lines of symmetry. a b c d ef Which shape is it? [1]

5 Page Total © UCLES 2007 0842/01/M/J/07 [Turn over 8 (a) Write the next two numbers in this sequence. 23 18 13 8 [1] (b) Write these numbers in order, starting with the largest. 5.01 51 501 5.1 0.51 largest smallest [1] 9 Here is a map of part of Norway. Tvedestrand Åmli Risør Kragerø Treungen Drangedal Ulefoss Porsgrunn Starting from Åmli, in which direction is Treungen? [1]

6 Page Total © UCLES 2007 0842/01/M/J/07 10 Sven watches snow falling. The snow starts falling at 10.45 am and stops falling at 12.15 pm. How long does the snowfall last? [1] 11 What number is 8 tens less than 9842? [1] 12 Complete these two calculations. (a) 8 4 3 3 9 7 – [1] (b) 5 0 3 2 9 7 4 1 2 + [1]

7 Page Total © UCLES 2007 0842/01/M/J/07 [Turn over 13 Ranji pays a game of darts. 20 8 16 7 19 3 17 2 15 10 5 12 9 14 11 6 13 4 18 1 Three darts are thrown at the board. The scores for each dart are added together and the total is subtracted from the player’s total score. Each player starts at 501 and the winner is the first to reach zero. In Ranjit’s first go, he scores 19, doubl e 7 and triple 3 with his three darts. What is his new total score? Starting score = 501 New total score = [2] Show your working.

8 Page Total © UCLES 2007 0842/01/M/J/07 14 Aamir says “a triangle can never have two right angles.” (a) Is he correct? Yes No [1] (b) Explain your answer. [1] 15 Mylene collects some data about the colour of babies’ eyes. She enters her data in a tally chart. Eye colour blue green brown hazel grey Number How many more babies have hazel eyes than green eyes? [1]

9 Page Total © UCLES 2007 0842/01/M/J/07 [Turn over 16 (a) Reflect shape g in the mirror line labelled x. Label the new shape G. y x g [1] (b) Reflect shape h in the mirror line labelled y. Label this new shape H. y x h [1]

10 Page Total © UCLES 2007 0842/01/M/J/07 17 Here is a map. 123456789 10 9 8 7 6 5 4 3 2 1 Smugglers Cove S m uggle rs C ove Lookout bluffL ooko ut b lu ff Mole moorM ole m oor Quartz mountainQ uartz m ounta in Seal pointS eal p oin t Smuggler’s Cove Lookout bluff Mole moor Quartz mountain Seal point 0 Give the co-ordinates of Smuggler’s Cove. ( , ) [1]

11 Page Total © UCLES 2007 0842/01/M/J/07 [Turn over 18 Kara weighs 3 apples on her scales. 800 900 1 kg 1100 1200 1300 1400 1500 1600 1700 800 900 1 kg 1100 1200 1300 1400 1500 1600 1700 How much do the apples weigh? g [1] 19 (a) Here is a fraction. 4 13 Write this fraction as a mixed number. [1] (b) Here are some more fractions. 4 3 10 4 62 12 8 9 3 Underline two fractions that are equivalent. [1] 20 548 boxes each contain 72 packets of breakfast cereal. How many packets of cereal are there altogether? [1]

12 Page Total © UCLES 2007 0842/01/M/J/07 21 Alisha writes the following calculation in her book. 13 × 3 + 6 × 2 = 90 She forgets to put in the brackets. Put in the brackets so that the calculation is correct. [1] 22 Explain the formula y = 3 x +2 in your own words. [1]

13 Page Total © UCLES 2007 0842/01/M/J/07 [Turn over 23 (a) Match these events to show how likely they are to occur. 1 is the most likely. 4 is the least likely. New Zealand disappears into the sea in 2007. A dice lands on a number larger than 2. There is a thunderstorm somewhere in the world next year. A dice lands on an even number. 1 2 3 4 most likely least likely [1] (b) What is the chance of a tossed coin landing on heads? [1]

14 Page Total © UCLES 2007 0842/01/M/J/07 24 Here is a triangle. Describe this triangle so that a friend could guess what type of triangl\ e it is. [1] 25 Draw a straight line from point A. It must be 136° from line AB. A B [1]

15 Page Total © UCLES 2007 0842/01/M/J/07 [Turn over 26 Laura estimates the height of her house. Circle the estimate that is the most accurate. A 2.4 m B 4.5 m C 6.4 m D 12.2 m E 16.8 m [1]

16 Page Total Permission to reproduce items where third -party owned material protected by copyright is included has been sought\ and cleared w here possible. Every reasonable effort has been made by the publisher (UCLES) to t race copyright holders, but if any items requiring clearance have unwittingly been included, the publisher will be pleased to make amends at the earliest possible opport\ unity. University of Cambridge International Examinations is part of the Cambridge Assessment Group. Cambridge Assessment is the brand name of University of Cambridge Local Examinations Syndicate (UCLES), which is itself a depa\ rtment of the University of Cambridge. © UCLES 2007 0842/01/M/J/07 27 Rezza makes orange paint by mixing red and yellow. He uses red to yellow in the ratio 3 : 7 Rezza needs 5 litres of orange paint. (a) How much red paint does he need? litres [1] (b) How much yellow paint does he need? litres [1] 28 What is 32 of 216? [1] 29 Mrs Tai sent a gift of $75 to each of 26 hospitals. How much money did she give in total? $ [1] 30 At 11.30 am the temperature in Rio was 27 °C. At 3.30 pm it had risen by exactly 10%. What was the temperature at 3.30 pm? °C [1]