Year 8 mathematics test



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Ma KEY STAGE 3 Year 8 mathematics test TIER 4 6 Paper 1 Calculator not allowed First name Last name Class Date Please read this page, but do not open your booklet until your teacher tells you to start. Write your name, the name of your class and the date in the spaces above. Remember The test is 1 hour long. You must not use a calculator for any question in this test. You will need a pen, pencil, rubber, ruler and an angle measurer. You may find tracing paper useful. Some formulas you might need are on page 2. This test starts with easier questions. Try to answer all of the questions. Write all of your answers and working on the test paper do not use any rough paper. Marks may be awarded for working. Check your work carefully. Ask your teacher if you are not sure what to do. For marking use only Total marks

Instructions Answers This means write down your answer or show your working and write down your answer. Calculators You must not use a calculator to answer any question in this test. Formulas You might need to use these formulas. Trapezium b height (h) Area = 1 2 (a + b)h a Prism length Volume = area of cross-section length 2

3D 1 Jan has a lot of these tiles. Square Triangle Pentagon tiles tiles tiles She makes some 3D shapes. Write what she needs for each 3D shape. The first is done for you. 6 square tiles 0 triangle tiles Cube 0 pentagon tiles Square-based pyramid square tiles triangle tiles pentagon tiles Pentagonal prism square tiles triangle tiles pentagon tiles 3

DVDs, Measure 2 DVDs 6.50 each Pack of three DVDs 15 (a) Max wants to buy 8 of these DVDs as cheaply as he can. How much must he pay?.. (b) Lina has 22 What is the greatest number of these DVDs that she can buy?.. 3 What is the perimeter of this triangle? Use a ruler to measure it. centimetres 2 marks 4

Buses 4 570 people are going on a bus trip. A bus can carry 38 passengers. Tom has to work out how many buses they need. He does the calculation on his calculator. Tom says: The answer is 21660 Holly says: I can see at once that Tom made a mistake. (a) How can Holly see at once that Tom made a mistake? (b) Put a ring around Tom s mistake. He added 38 and 570 He subtracted 38 from 570 He multiplied 38 by 570 He divided 38 by 570 5

Sorting 5 (a) Look at these five triangles. Decide where each triangle should go in the sorting diagram. Write the letter of each triangle in the correct box. You can put more than one letter in each box. Triangle A is done for you. 2 marks 6

(b) Decide where each triangle should go in the sorting diagram. Write the letter of each triangle in the correct box. You can put more than one letter in each box. The first is done for you. 7

Sequences 6 (a) The numbers in this sequence go up in equal steps. Write the missing numbers. 40,,, 100,, (b) Each number in this sequence is half of the number before. Write the missing numbers., 20, 10, 5,,, 2 marks 8

Minting, Large 7 A machine makes 10000 coins in a minute. How many coins does the machine make in one hour?. 8 Look at these digit cards. 2 3 5 9 Use two of the cards to make the answer to this calculation as great as possible. 9

Timetable 9 This chart shows the opening hours of a theme park. 10

(a) What is the date of the last day in the year that the park is open?. (b) Sam visits the park on the third Friday in July. What are the opening hours on that day?. (c) How likely is it that the park is open on a day chosen at random in each month? Put one tick ( ) for each month in the table. The first is done for you. certain likely unlikely impossible June July August September October November 2 marks 11

Rules, Hats 10 Write numbers in the boxes to make each of these calculations correct. (a) 324 4 = 324 2 (b) 486 5 = 486 10 (c) 534 7 = 534 5 + 534 11 On Tuesday, Alex saw 30 people in the park. 17 of the 30 people were children. 11 of the 17 children were wearing hats. There were 5 adults not wearing hats. Fill in the table to show this information. Wearing hats Not wearing hats Adults Children 2 marks 12

Dog food 12 Sara has two dogs. The dogs are called Rover and Patch. Sara has a 5kg bag of food for the dogs. The table shows the amount of food the dogs eat each day. Name of dog Morning Evening Rover 120g 210g Patch 110g 160g How many whole days will the 5kg bag of food last?.. days 3 marks 13

Fill 13 Owen has a lot of right-angled triangle tiles like this. He can just cover this rectangle with 4 of the triangle tiles. 3cm (a) 4cm How many triangle tiles does Owen need to just cover this rectangle? 4cm 6cm Number of triangle tiles:.. (b) Show how Owen can just cover this rectangle with his triangle tiles. 5cm 6cm 14

Blackberries 14 Five pupils picked blackberries. The table shows the amount that each pupil picked. Name Anna Ben Colin David Ellie Weight of blackberries 1kg 1.2kg 1.6kg 800g 1.4kg (a) How many kilograms of blackberries did the five pupils pick altogether?.. kg (b) The five pupils share out the blackberries equally between themselves. How many kilograms of blackberries does each pupil get?.. kg (c) What is the mean weight of the blackberries that each pupil picked?.. kg 15

Area 15 Amy uses two different methods to work out the area of this pentagon. Explain what Amy has done each time. (a) Method 1 (b) Method 2 16

Wire 16 A roll of steel wire weighs 0.6 tonnes. A lorry can carry a maximum load of 13 tonnes. How many rolls of the steel wire can the lorry carry?. 2 marks 17

Steps 17 Ethan looks at some information about two towers. Windy Hill Tower Number of steps 300 Height 60metres Castle Tower Number of steps 150 Ethan says: Castle Tower is 30 metres high. Explain why Ethan could be wrong. 18

Folding 18 Mei has a piece of paper. She cuts out a shape from her piece of paper. She folds the shape in half once, and then she folds it in half again. The folded shape is a triangle. Then Mei unfolds her shape again. Look at these shapes. Put a ring around Mei s unfolded shape. 19

Fish pond 19 (a) Jude has a fish pond in the shape of a cuboid. It is 3m wide, and 4m long. The water is 0.5m deep. 0.5m Calculate the volume of the water in m 3 3m 4m not drawn to scale. m 3 (b) 1m 3 = 1000 litres How many litres of water are there in Jude s pond?.. litres (c) The water in the pond has turned green. Jude buys a bottle of Green Water Treatment. Look at the instructions. Green Water Treatment Instructions Use 10 millilitres of Green Water Treatment for every 300 litres of pond water. How much Green Water Treatment should Jude use for the pond? Remember to write the units.... 20

Drawing 20 Eve makes a shape with five cubes. She rotates her shape through a quarter-turn clockwise. Then she rotates it again through another quarter-turn clockwise. Draw Eve s shape after the second quarter-turn clockwise. 2 marks 21

Crates 21 These crates can be stacked together. not drawn to scale A stack of 6 crates has a height of 60cm. A stack of 5 crates has a height of 55cm. 60cm 55cm (a) What is the height of a stack of 3 crates?? (b) What are the measurements of one crate?.. cm.. cm.. cm 22

Negative (c) A stack of crates has a height of 90cm. How many crates are there in the stack? 90cm.. crates 22 Each number in this sequence is 2 multiplied by the number before. Write the missing numbers. 1, 2, 4,,, 32 23

Fruit pie 23 Daniel asked the pupils in his class: Which fruit do you eat most often? The table shows his results. Fruit Frequency apple 14 banana 16 other 6 Complete the pie chart. You will need a ruler and an angle measurer. 3 marks 24

Seventeen, Spinner 24 Draw lines to match the boxes that give the same answer. The first one is done for you. 17 0.1 17 0.25 17 4 17 10 17 5 17 5 17 0.01 17 100 17 0.2 17 0.2 2 marks 25 Ada makes a spinner. The probability that it lands on grey is 3 4 The probability that it lands on white is 1 4 Ada spins the spinner 100 times. How many times would you expect the pointer to land on grey?.. 25

Possible shapes 26 Is it possible to draw these shapes? Put a tick ( ) for each shape that is possible. Put a cross ( ) for each shape that is not possible. The first three are done for you. Number of sides One right angle Two right angles Three right angles Four right angles Five right angles 4 sides 5 sides 2 marks 26

Tiles 27 Jay makes a series of patterns with triangle tiles. Pattern 1 Pattern 2 Pattern 3 Pattern 4 Pattern n in Jay s series has n 2 tiles. Jasmine copies Jay s series. Then she adds 2 tiles to each pattern in the series. Write an expression for the number of tiles in Pattern n in Jasmine s series.. 27

Qualifications and Curriculum Development Agency 2011 Order refs: QCDA/11/4906 (Pupil pack) QCDA/11/4905 (Teacher pack) 201007