THE NORTH LONDON INDEPENDENT GIRLS' SCHOOLS' CONSORTIUM GROUP 1 (2008-2016) Pepar 3 by smoothmaths | Jul 7, 2020 | 0 comments Welcome to your THE NORTH LONDON INDEPENDENT GIRLS' SCHOOLS' CONSORTIUM GROUP 1 (2008-2016) Pepar 3 1. 11472 11462 11372 11464 None of the Above None 2. 2709 2519 2719 2711 2511 None 3. 43771 43451 42751 42451 None of the Above None 4. 3216 ÷ 6 = 536 516 546 526 506 None 5. Put the following in order of size, starting with the smallest: \[\frac{2}{5}\] \[\frac{5}{8}\] \[\frac{1}{2}\] \[\frac{2}{5}\] ,\[\frac{1}{2}\],\[\frac{5}{8}\] \[\frac{1}{2}\] ,\[\frac{5}{8}\] ,\[\frac{2}{5}\] \[\frac{5}{8}\] ,\[\frac{1}{2}\], \[\frac{2}{5}\] \[\frac{1}{2}\] ,\[\frac{2}{5}\] ,\[\frac{5}{8}\] None of the Above None 6. Find \[\frac{3}{8}\] of 48. 18 9 12 15 21 None 7. Fill in the next number in these patterns: 5.5, 5.8, 6.1, 6.4, 6.7 7.4 6.8 7.5 6.9 None 3, 6, 12, 24, 48 36 64 72 38 None 8. Which of the following numbers is closest in value to 1 ? 1.1, 0.988, 1.009, 0.99, 1.01 Answer:%BLANK% 1.009 1.1 0.988 0.99 1.01 None 9. If two numbers multiply to give 36 and their difference is 5, what are the two numbers? Answer: 9 & 4 12 & 3 6 & 6 5 & 9 None of the Above None 10. a. Choose from the signs +, -, x and ÷ to fill in the gaps. 9 ———— 4 = 25 ———— 5 - & ÷ + & ÷ ÷ & x x & + x & - None 8 ————4 ———— 3 = 7 - & + + & + + & ÷ x & + x & - None b. Fill in the missing numbers: (i) 32 ÷ ( 10 - ———— ) = 4 2 6 4 3 1 None (ii) 5 4 ———— - 4 2 4 1 ———— 6 0 & 1 1 & 0 0 & 0 1 & 1 None of the Above None 11. Select 3 cards from the set below which show the same value. Answer: \[\frac{4}{5}\] , 80%, 0.8 \[\frac{1}{5}\] , 20%, 50% \[\frac{4}{5}\] ,20%,50% \[\frac{1}{5}\] ,\[\frac{4}{5}\] ,0.8 0.8,80%,\[\frac{1}{5}\] None 12. Alisha wants to exchange the coins in her money box for £5 notes. She has Twelve 50p coins Eighteen 20p coins Seven 10p coins Twelve 2p coins a. What is the greatest number of £5 notes she could receive? Answer: 2notes 1note 3notes 4notes No notes None b. How much more money does she need to receive another £5 note? Answer: £4.46 £5 £6.56 £5.46 £7.56 None 13. Tasha thinks of a number, multiplies it by 3 and then adds 8. Her answer is 35. What is the number she first thought of? Answer: 9 12 8 7 6 None 14. Justin wants to make some bird tables to raise money for a charity. To make 4 bird tables he needs: 16 metres of wood 4 wooden trays 64 nails. Write out the list of materials he would need to make 10 bird tables. Answer: ——–— m of wood 40m 20m 35m 30m 50m None Answer:——–— wooden trays 10 40 30 20 None of the Above None Answer:——–— nails 160nails 120nails 140nails 130nails 150nails None 15. The Crystal Cinema shows the following prices for tickets and for popcorn. Mr and Mrs Jenkins and their 2 children go to the cinema. Each child has a small bag of popcorn and the adults share a large bag of popcorn. Mr Jenkins pays for the popcorn and the tickets with a £50 note. a. How much change does he receive? Answer: £ ——–— £25.80 £24.50 £19.20 £25 None of the Above None Mr Jenkins parks his car at 14:30 and returns to the car at 16:25. He paid for 3 hours parking. b. How much time does he have left on his parking ticket? Answer:%BLANK% 1hour5min 2hr5min 1hr15min 1hr30min None of the Above None 16. Kristina and Ravi shared a box of sweets. Kristina ate \[\frac{3}{5}\] of them. If 12 sweets were left for Ravi, how many sweets were there in the box at the start? Answer: 30 18 26 28 24 None 17. Jessica was born on the 1st May 1992. She started to learn to play the piano on the 1st September 1998. a. How old was she when she started to learn to play the piano? Give your answer in years and months. Answer:——–— yrs ——–— months 6years4months 4years6months 6years3months 5years6months 6years5months None b. She was given a new piano on her 15th birthday. In which year was this? Answer :——–— 2007 2005 2006 2004 2009 None 18. Clock A is 12 minutes fast. How many minutes slow is clock B? Answer:——–— mins 18mins 12mins 15mins 10mins 14mins None 19. Nimita wants to hang some balloons for her birthday party. Each balloon needs 35cm of string attached to it. a. What is the largest number of balloons she can hang with a 4 metre ball of string? Answer:——–— 11 15 10 12 13 None b. What length of string would be left over? Give your answer in centimetres. Answer: ——–— cm 15 11 10 12 13 None 20. Peter delivers newspapers on each of 6 days in a week. The deliveries take 55 minutes each day. a. How many minutes does he take in total? Answer:——–— 330min 300min 333min 350min None of the Above None b. He is paid £3.60 per hour. How much does he earn in one week? Answer: £——–— £19.80 £20.50 £15.80 £21.50 None of the Above None 21. Tick the box for the best estimate for these measurements: a. The mass of a table-tennis ball ——–— 2.5g ——–— 30g ——–—0.7kg 2.5g 30g 0.75g 0.25g 3.5g None b. The amount of water in a full kettle——–— 10l ——–— 2l ——–— 400ml 2l 10l 400ml 5l 20l None c. The diameter of a CD ——–— 120mm ——–— 50cm ——–— 50mm 120mm 50cm 50mm 120cm None of the Above None 22. a. What percentage of the circle is shaded? Answer: 25% 45% 30% 35% None of the Above None b. What fraction of the shape is shaded? Answer: \[\frac{1.5}{8}\] \[\frac{3}{16}\] \[\frac{2}{16}\] \[\frac{1.5}{16}\] \[\frac{1}{16}\] None 23. a. Which of these shapes has 2 lines of symmetry? Circle the letter. B A C B & C None of the Above None 24. The pie chart represents 64 cars which passed a school in one hour. a. How many cars were red? Answer: 8 24 12 16 10 None b. What fraction of the cars were blue? Answer: \[\frac{3}{8}\] \[\frac{1}{8}\] \[\frac{2}{8}\] \[\frac{1}{2}\] \[\frac{5}{8}\] None 25. A small square patio is built on a rectangular lawn. a. What is the remaining area of the lawn after the patio has been built? Answer: ——–—\[m^{2}\] 87\[m^{2}\] 93\[m^{2}\] 86\[m^{2}\] 90\[m^{2}\] 96\[m^{2}\] None b. What is the perimeter of the lawn? Answer:——–— m 40 24 16 28 None of the Above None 26. The diagrams are drawn in cm squares. None a. Which 2 shapes have the same perimeter?Answer:%BLANK%——–—and ———— A & C A & B B & C C only None of the Above None b. What is the area of shape B? Answer:———— \[cm^{2}\] 4\[cm^{2}\] 2\[cm^{2}\] 6\[cm^{2}\] 8\[cm^{2}\] None of the Above None 27. Look at the scales: a. a. What does the baby weigh? Answer:————kg 3.7kg 3.5kg 3.3kg 3.8kg 3.9kg None b. b. What does the mouse weigh? Answer:———— g 325g 350g 340g 330g 320g None c. The ruler below marks Anne’s height. Fatima is 14cm taller than Anne. Show Fatima’s height on the ruler in the same way. 142cm 138cm 132cm 145cm None of the Above None 28. The shape is made from a square and an equilateral triangle. What is the size of the reflex angle marked p°? Answer: \[210^{o}\] \[300o^{o}\] \[210^{o}\] \[220^{o}\] None of the Above None 29.. Small cubes like the one shown are put into the larger box. a. What is the largest number of small cubes which could fit into the bottom layer of the box? Answer: 8 cubes 4 cubes 5 cubes 6 cubes 7cubes None b. What is the greatest number of small cubes which could fit into the box? Answer: 24 32 28 26 22 None 30. This solid is made of centimetre cubes. a. The solid is painted all over, including the base. What is the total area covered? Answer: 68 \[cm^{2}\] 56 \[cm^{2}\] 48 \[cm^{2}\] 44 \[cm^{2}\] 78 \[cm^{2}\] None b. If it is taken apart and rebuilt into the cube below, how many centimetre cubes are left over? Answer: 3 9 27 36 56 None 31. This is a net of a cube. None a. If the net is folded up to make the cube i. Which tab connects to tab A? Answer: D E A C B None ii. Which tab connects to tab B? Answer: E D A C B None The numbers on opposite faces of the cube add up to 7. b. Write the number 6 on the correct face on the diagram. 6 4 8 5 3 None 32. Given that (21 x 55) + 20 = 1175, one of the following is incorrect. Put a cross in the box next to it. a. 1175 - 20 = 21 x 55 ———— b. 21 x (55 + 20) = 1175 ———— c. 1175 = 20 + (21 x 55) ———— d. 20 = 1175 - (21 x 55) ———— e. (21 x 55) + 21 = 1176 ———— 21 x (55 + 20) = 1175 1175 = 20 + (21 x 55) 1175 - 20 = 21 x 55 (21 x 55) + 21 = 1176 20 = 1175 - (21 x 55) None 33. A football competition was held between five Year 6 teams. Each team played every other team once. How many games did the teams play in total? Answer: 10 20 12 16 14 None 34. Mrs Fowler keeps chickens. The table shows how many eggs her chickens laid on each weekday last week. The mean number of eggs laid from Monday to Friday last week was 6. How many eggs were laid on Tuesday? Answer: 8 4 6 5 2 None 35. There are 30 children in Mrs Patel’s Year 6 class. 8 of them are wearing glasses. 12 of them are wearing a watch. 7 of them are wearing both glasses and a watch. How many are wearing neither glasses nor a watch? Answer: 17 13 12 15 27 None 36. Sharpay is going shopping for some new stationery. She can buy three pencils and a ruler for 50p or two pencils and two rulers for 56p. How much does each pencil cost her? Answer: 11p 10p 12p 16p None 37. Zac has a set of 12 cards which are numbered from 1 to 12. He turns them face down and picks four cards. Exactly three of the four cards are multiples of three. Exactly three of the four cards are odd numbers. The total of the four cards is less than 20. What must the four cards be? Answer: 1, 3, 6, 9 1, 2, 3, 4 1, 3, 5,6 1, 2, 4, 9 None of the Above None 38. Alice has saved £10 more than Becky. Becky has saved £3 more than Charlie. Altogether Alice, Becky and Charlie have saved £26.50. How much has Alice saved? Answer: £———— £16.50 £13.50 £18.50 £14.50 £12.50 None 39.. In ‘star’ arithmetic, a*b means ‘add a to b and then multiply the result by b’. For example 2*3 = 15. and 3*4 = 28. a. Work out 5*6 Answer: 66 56 46 76 86 None b. Work out ½*½ Answer:%BLANK% \[\frac{1}{2}\] \[\frac{1}{3}\] \[\frac{1}{4}\] \[\frac{1}{5}\] \[\frac{2}{5}\] None c. Find a when a*2 = 30 Answer: 13 11 15 17 12 None d. Find a when a*a = 50 Answer: 5 4 3 2 6 None 40. Ladybirds eat greenfly. On one bush, there are enough greenfly to feed 9 ladybirds for 4 hours. a. How long would the greenfly last if there were only 6 ladybirds? Answer:%BLANK% 6 hours 5 hours 4 hours 3 hours 2 hours None b. How many bushes would be needed to feed 36 ladybirds for 2 hours? Answer: 2 bushes 3 bushes 4 bushes 5 bushes 6 bushes None 41. Factors are numbers that divide into another number exactly. For example, the factors of 28 are 1, 2, 4, 7, 14 and 28. 28 is called a perfect number because the factors of 28, not including the number 28 itself, add up to 28. So, 1 + 2 + 4 + 7 + 14 = 28. a. i. Find all the factors of 12, not including 12. Answer 1,2,3,4,6 1,2,3,4,5 2,3,4,5,6 3,4,5,6,7 None of the Above None ii. Is 12 a perfect number? Answer:%BLANK% No Yes Nearly Perfect its an even Number None of the Above None b. There is a perfect number less than 10. What is it? Answer: 6 7 8 4 2 None c. 496 is another perfect number. 496 has ten factors. Two of them are 1 and 496. List the others. 2, 4, 8 16, 31, 62 124, 248 9, 12, 15 All of the Above except d None 42. Glen is older than Florence. Ahmed is older than Zara but younger than Florence. Oliver is younger than Glen but older than Zara. Yasmin is younger than Glen. Ahmed is older than Oliver. Florence is younger than Yasmin. Which of these six friends is the youngest? Answer: Zara Glen Ahmed Florence Oliver None 43. In a magic square, the total for each row, column and diagonal is the same. The diagram below shows part of a magic square. 4 17 m 5 What is the value of m? Answer: 6 7 8 4 5 None Time's up
