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MARKS PAGE 5 7 9 11 13 15 17 18 TOTAL First Name Last Name School CALCULATOR NOT ALLOWED MATHEMATICS KEY STAGE 2 2002 TEST A LEVELS 3–5



Work as quickly and as carefully as you can. You have 45 minutes for this test. If you cannot do one of the questions, go on to the next one . You can come back to it later, if you have time. If you finish before the end, go back and check your work . Follow the instructions for each question carefully. This shows where you need to put the answer. If you need to do working out, you can use any space on a page. Some questions have an answer box like this: For these questions you may get a mark for showing your working. Instructions You may not use a calculator to answer any questions in this test.

4 Draw lines to join the circle to two more number cards which make 150 1 2 marks 1 Write in the missing numbers. 5 t 70 = 4 t = 200 2 2b 1 mark 2a 1 mark

Total 5 Here is a square with a design on it. The square is reflected in the mirror line. Draw the missing triangle and dots on the reflected square. You may use a mirror or tracing paper. 3 1 mark mirror line 3

6 Asif, Vicky and Nita go to town by bus. This is what they pay. Asif Vicky Nita How much more does Nita pay than Asif ? Vicky then takes another bus from town to visit her auntie. She pays 90p on this bus. How much has Vicky paid altogether for her two bus tickets? 4 4b 1 mark 4a 1 mark

Total 7 Match each shape on the left to one with equal area on the right. One has been done for you. 5 5 2 marks

8 A shop sells greetings cards. Each card has a price code on it. These are the codes. Tina buys two cards. One card has code AA on it. The other card has code DD on it. How much does Tina pay? Omar buys a card. He pays with a £2 coin. He gets 45p change. What is the code on his card? £ 6 6b 1 mark 6a 1 mark ...........

Total 9 Circle all the multiples of 8 in this list of numbers. 18 32 56 68 72 7 1 mark Tick ( ) two cards that give a total of 5 Choose three of these number cards to make an even number that is greater than 400 9 1 mark 7 8 9 8 1 mark 1 1 1 4 3 3 1 4 1 2 3 4 3 4 1 4 1 2

10 p 10b 1 mark This graph shows the cost of phone calls in the daytime and in the evening. How much does it cost to make a 9 minute call in the daytime ? How much more does it cost to make a 6 minute call in the daytime than in the evening ? 10 p 10a 1 mark

Total 11 Mr Singh buys paving slabs to go around his pond. He buys 4 rectangular slabs and 4 square slabs. What is the total cost of the slabs he buys? Mr Singh says, ‘It would cost more to use square slabs all the way round.’ Explain why he is correct. 11 11b 1 mark 11a 2 marks £ .............................................. .............................................. ..............................................

12 Write in the missing digits. 12 1 mark 44+38=851 12 Here are a pencil sharpener, a key and a rubber. What is the length of all three things together? Give your answer in millimetres . What is the length of the key ? Give your answer in millimetres . mm mm 13 13b 1 mark 13a 1 mark

Total 13 Calculate 417 t t 20 14 1 mark 14 This table shows the weight of some fruits and vegetables. Complete the table. 15 15 2 marks

14 Calculate 15.05 – 14.84 16 1 mark 16 The shaded shape is a parallelogram. Write in the coordinates of point A. (,) 17 1 mark 17

Total 15 Jason bought some bags of green apples and some bags of red apples. He spent £4.20 How many bags of each type of apple did he buy? Nika and Hassan bought some bags of apples. Nika says, ‘I bought more apples than Hassan, but I spent less money.’ Explain how this is possible. 18 18b 1 mark 18a 2 marks bags of red apples bags of green apples .............................................. .............................................. ..............................................

16 Write in the two missing digits. 0 t 0=3000 19 1 mark 19 A sequence starts at 500 and 80 is subtracted each time. 500 420 340 ... The sequence continues in the same way. Write the first two numbers in the sequence which are less than zero . 20 20 2 marks

Total 17 Dan has a bag of seven counters numbered 1 to 7 Abeda has a bag of twenty counters numbered 1 to 20 Each chooses a counter from their own bag without looking. For each statement, put a tick ( ) if it is true . Put a cross ( ! ) if it is not true . Dan is more likely than Abeda to choose a ‘5’ They are both equally likely to choose a number less than 3 Dan is more likely than Abeda to choose an odd number. Abeda is less likely than Dan to choose a ‘10’ Calculate 924 ÷ 22 21 22 21 2 marks 22 2 marks

Total 18 Look at this diagram. Calculate the size of angle x and angle y. Do not use a protractor (angle measurer). Not to scale y = O x = O 23 Which is larger, or ? Explain how you know. 2 5 1 3 24 24 1 mark 23b 1 mark 23a 1 mark .............................................. .............................................. ..............................................

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© Qualifications and Curriculum Authority 2002 QCA key stage 2 team, 83 Piccadilly, London W1J 8QA Order refs: QCA/02/863 (pupil pack) QCA/02/858 (mark schemes pack) 01-8613/2