Group 1 2016 Online Quiz view all papers Welcome to your THE NORTH LONDON INDEPENDENT GIRLS' SCHOOLS' CONSORTIUM GROUP 1 (2008-2016) Paper 91. Work out 4689 + 2703 7392 6392 7382 6382 None of the Above None 2. Work out 7305 — 946 6359 6392 6361 6469 6461 None 3. Work out 3729 x 6 22374 22334 22224 22234 22324 None 4. Work out 4802 ÷ 7 686 586 786 486 None of the Above None 5. Work out \[\frac{3}{4}\] of 96 72 84 62 60 52 None 6. Write down the next number in the sequence. 83, 76, 69, 62, ______ 55 65 59 45 75 None 7. Write a number in each box to complete the statements. (a) 20.4 x 100 = _____ 2040 20400 204 204000 None of the Above None (b) ____ ÷ 1000 = 1.05 1050 10050 1005 10500 None of the Above None 8. Write in numerals, the number that is three hundred less than fourteen thousand and fifty. 13750 14750 12750 10750 11750 None 9. Write the missing sign ( = , ) in the box. 16 x 7 ___ 17 x 6 > < = / None of the Above None 10. In Moscow, the temperature is -11°C and in Paris the temperature is 14 degreeswarmer. What is the temperature in Paris? 3 13 6 7 None of the Above None 11. Aisha thinks of a number. She adds four and then multiplies by 8 Her result is 56 What was the number Aisha first thought of? 3 7 4 6 2 None 12. What fraction of the shape below is shaded? 44324 \[\frac{1}{2}\] or \[\frac{4}{8}\] \[\frac{3}{4}\] or \[\frac{6}{8}\] 44385 44263 None 13. Georgie left home at 7.55 a.m. and reached school 45 minutes later. At what time did Georgie reach school? 8:40am 8:20am 8:50am 8:30am 8:35am None 14. What is the difference between a tenth of 5 and a fifth of 10? \[\frac{15}{10}\] \[\frac{3}{2}\] \[\frac{1}{2}\] \[\frac{1}{4}\] Both 'a' & 'b' None 15. (a) The two-stage number machine below changes numbers according to the rule ‘Add 7 and then multiply by 4’ None (i) Work out the output when the input is 13 80 50 70 90 60 None (ii) Work out the input when the output is 120 23 13 33 37 None of Above None (b) There are two possible function machines that will give the results shown below. Work out the rules for the two possible machines. (-3) then x2 x2 then (-6) 3 then x2 (-2) then x3 Both 'a' & 'b' None 16. Jasmine has the six number cards shown below. The cards can be placed side by side to form different numbers. For example, using four of the cards, the largest 4-digit even number that can bemade is 9854 None (a) What is the smallest 5-digit multiple of 5 that can be made? 13485 13458 13845 18435 14385 None (b) Using five cards, what is the nearest number to 50 000 that can be made? 49853 49835 49358 49583 49538 None (c) What is the largest 3-digit multiple of 3 that can be made? 984 849 894 948 None of the Above None (d) What is the largest 2-digit prime number that can be made? 89 59 49 39 None of the Above None 17. Sammy has coirectly performed the following multiplication using her calculator: 37 x 42 = 1554 Without doing any long multiplications, use Sammy’s calculation to help you wi’ite down the results of the following: None (a) 38 x 42 1596 1516 1586 1556 1576 None (b) 37 x 21 777 1552 1556 767 888 None (c) 155.4 ÷ 42 3.7 2.7 1.7 4.7 None of the Above None 18. Lily uses these ingredients to make strawberry sorbet: None (a) Calculate the ingredients needed to make this sorbet for 15 people. 750ml of water, 250g sugar,1125g strawberries, 5 eggs 850ml of water, 350g sugar,1025g strawberries, 4 eggs 650ml of water, 150g sugar,925g strawberries, 3 eggs 760ml of water, 250g sugar,1325g strawberries, 6 eggs None of the Above None (b) For how many people is Lily making this sorbet if she uses exactly 1 kilogram ofsugar? 60 50 40 70 None of the Above None 19. Celia and Autumn have each thought of an integer (whole number) between 0 and 20 the product of their numbers is 72 and the difference between the numbers is the same as Celia’s number. What is Autumn’s number? 12 8 6 10 9 None 20. kiwi fruits cost 78p each; cherries cost 8p each. Gina buys as many kiwi fruits as she can for £5, and spends all of her change oncherries. (a) How many kiwi fruits does Gina buy? 6 8 5 7 4 None (b) How many cherries does Gina buy? 4 6 8 7 5 None 21. James missed the 4.20 p.m. train by three minutes. Train ATrain BLondon4.20 p.m.5.02 p.m.Staplehurst5.16 p.m.5.59 p.m. How long must he wait to catch the 5.02 p.m. train? 39 minutes 42 minutes 45 minutes 35 minutes 30 minutes None 22. A square has perimeter 20 cm. World out the area of the square. 25 16 36 12 20 None 23. What is the length of the pencil? 2.9 inches 2.3 inches 3.9 inches 2.7 inches None of the Above None 24. Joanne’s marks in five spelling tests are: 7 9 8 7 6 What is the range of her marks? 3 1 2 0 None of the Above None 25. The pictogram below shows the results of a survey into the numbers of woodlice found under pots in a greenhouse. None (a) How many woodlice were found under pot A? 15 9 10 7 6 None (b) What was the total number of woodlice found? 50 43 39 40 42 None Charlotte removes a third of the woodlice from pot B and 20% of the woodlice from pot C. She puts these woodlice under a new pot, F.(c) How many woodlice are under pot F? 5 8 9 6 7 None 26. Mum, Dad and Granny have three cakes: Chocolate, strawberry and coffee. Mum likes chocolate or coffee. Dad likes chocolate, and Granny likes all three. How can it be arranged, so that they each get a cake that they like?Answer: Mum, Dad, Granny Mum like Coffee, Dad like Chocolate, Granny like Strawberry Mum like Chocolate, Dad like Strawberry, Granny like Coffee Mum like Strawberry, Dad like Chocolate, Granny like Coffee Mum like Coffee, Dad like Strawberry, Granny like Chocolate Mum like Chocolate, Dad like Coffee, Granny like Strawberry None 27. The reading on the scale below shows the mass of a parcel. Write down the mass None (a) in kilograms 2.4kg 2.8kg 2.3kg 2.5kg 2.6kg None (b) in grams. 2400g 240g 24g 24000g None of the Above None 28. Zoya has a jug of capacity 1.5 litres which is full of lemonade. She has eight cups each of capacity 150 ml. Zoya fills the cups with lemonade from her jug. (a) What volume of lemonade is left in the jug? 300ml 200ml 350ml 400ml 325ml None Zoya has five 2 litre bottles of lemonade.(b) How many times could Zoya completely fill her jug from these bottles? 6 times 4 times 5 times 7 times 3 times None 29. Susan has a rectangular card that measures 18 cm by 6 cm. (a) What is the perimeter of the card? 48 12 24 36 None of the Above None (b) What is the area of the card? 10\[cm^{2}\] 100\[cm^{2}\] 110\[cm^{2}\] 106\[cm^{2}\] 104\[cm^{2}\] None Rectangular stickers measures 3 cm by 2 cm. Susan wants to cover the front of the card with stickers, without any overlapping.(c) What is the maximum number of stickers she can fit on the front of the card? 18stickers 9stickers 12stickers 16stickers 14stickers None 30. Cube A has a volume of 8 \[cm^{3}\] . Another cube, B, has edges which are twice the length of the edges of cube A. Work out the volume of cube B. 64\[cm^{3}\] 48\[cm^{3}\] 16\[cm^{3}\] 32\[cm^{3}\] 72\[cm^{3}\] None 31. A tea leaf weighs 0.008 grams. (a) What would be the mass of 1000 tea leaves? 8g 0.8g 0.08g 80g 0.80g None (b) How many tea leaves would you expect there to be in a 1 kg pack of tea? 125000 12500 105000 15000 1250 None (c) A tea bag contains 250 tea leaves. The tissue covering weighs 0.5 g. How many tea bags will there be in a 250 g packet of tea bags? (The 250 g includes the mass of the bags and not just the tea leaves.) 100bags 150bags 200bags 120bags None of the Above None 32. Three hedgehogs, Rana, Sarah and Tina, are collecting leaves. Rana collects twice as many as Sarah. Sarah collects one and a half times as many as Tina. Between them they collect 198 leaves. How many leaves did each hedgehog collect?Answer: Rana=____, Sara=____, Tina=____ Rana 108, Sarah 54, Tina 36 Rana 198, Sarah 36, Tina 54 Rana 98, Sarah 64, Tina 56 Rana 100, Sarah 44, Tina 36 None of the Above None 33. Starting with a 2-digit number, Geraldine applies the rule Square the difference between the digits repeatedly until her result is a single-digit number. Examples: None (a) Apply the rule to the following starting numbers: (i) 28 36, 9 25, 4 49, 16 9, 3 25, 9 None (ii) 73 16, 25, 9 9, 16, 36 25, 9, 16 36,35,49 None of the Above None (b) List all the starting numbers between 10 and 30 inclusive which give the single digit result 4 in a single step. 13, 20, 24 16, 18, 25 12, 15, 22 17, 22, 26 14, 19, 27 None For multiples of 11 such as 22 and 55, the result will be zero.For other starting numbers the numbers in the steps are all square numbers.(c) List, in order, the possible single digit results. 0, 1, 4, 9 0, 1, 2, 3 1, 4, 9, 16 2, 4, 7, 9 None of the Above None (d) What do you think will be the most common single digit result if you calculate the result for every 2-digit starting number? 9 7 6 4 5 None 34. In the same time that Tom can run 100 metres, Jerry can run only 60 metres. Tom and Jerry have a competition. When Jerry has run 100 metres, Tom sets off in pursuit. How many metres will Tom run before he catches Jerry? 250meters 350meters 150meters 450meters 300meters None 35. Paula has two counters, with different whole numbers on each side. She throws them once and adds the numbers she sees: Paula throws her counters several more times and gets the following totals: 12, 15, 16 None (a) What number is on the other side of the black counter? 5 9 6 10 7 None (b) What number is on the other side of the grey counter? 10 8 7 6 5 None lima gives Paula a third counter.When Paula thi ows all thi'ee counters together she can get the following totals: 13, 14, 16, 17, 20, 21, 23, 24(c) What are the two numbers on the third counter? 1 & 8 1 & 7 2 & 5 4 & 5 None of the Above None Time's up