Examiner’s use only

Team Leader’s use only

Surname Initial(s)

Signature

Centre

No.

Turn over

Candidate

No.

Paper Reference(s)

5540F/01 2380F/01

Edexcel GCSEMathematics A (Linear) – 2540 and 1380

Paper 1 (Non-Calculator)

Foundation TierMock Paper

Time: 1 hour 30 minutes

Materials required for examination Items included with question papers

Ruler graduated in centimetres and Nilmillimetres, protractor, compasses,pen, HB pencil, eraser.Tracing paper may be used.

Instructions to Candidates

In the boxes above, write your centre number, candidate number, the paper reference, your surname and initials, and your signature. The paper reference is shown above. If more than one paper reference is shown, you should write the reference of the paper for which you have been entered.Answer ALL the questions. Write your answers in the spaces provided in this question paper.You must NOT write on the formulae page. Anything you write on the formulae page will gain NO credit.If you need more space to complete your answer to any question, use additional answer sheets.

Information for Candidates

The marks for individual questions and the parts of questions are shown in round brackets: e.g. (2).There are 31 questions in this question paper. The total mark for this paper is 100.There are 24 pages in this question paper. Any blank pages are indicated.Calculators must not be used.

Advice to Candidates

Show all stages in any calculations.Work steadily through the paper. Do not spend too long on one question.If you cannot answer a question, leave it and attempt the next one.Return at the end to those you have left out.

This publication may be reproduced only in accordance with

Edexcel Limited copyright policy.

©2007 Edexcel Limited.

Printer’s Log. No.

N33846AW850/R5540F/57570 2/2/2/2

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Paper Reference (complete below)

0 F 0 1

2

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GCSE Mathematics (Linear) 2540

Formulae: Foundation Tier

You must not write on this formulae page.

Anything you write on this formulae page will gain NO credit.

Area of trapezium = (a + b)h

Volume of prism = area of cross section × length

b

a

h

length

crosssection

12

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blank

3

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ALL THIRTY ONE questions.

Write your answers in the spaces provided.

You must write down all stages of your working.

You must NOT use a calculator.

1. (a) Write the number six thousand five hundred and seventy eight in figures.

.....................................

(1)

(b) Write the number 5307 in words.

.......................................................................................................................................

(1)

(c) Write the number 5843 correct to the nearest ten.

.....................................

(1)

(d) Write down the value of the 6 in 3672

.....................................

(1)

2. (a) Write three pounds seventy pence in figures.

£ ..................................

(1)

(b) Write two pounds four pence in figures.

£ ..................................

(1)

Q1

(Total 4 marks)

Q2

(Total 2 marks)

Leave

blank

4

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3. Katie carried out a survey about her friends’ favourite animals.

Here are her results.

Tiger Lion Dolphin Elephant Parrot

Lion Dolphin Tiger Tiger Elephant

Dolphin Tiger Elephant Dolphin Tiger

Dolphin Parrot Tiger Lion Elephant

(a) Complete the table to show Katie’s results

Animal Tally Frequency

Dolphin

Elephant

Lion

Parrot

Tiger

(3)

(b) Which animal was the most popular?

.....................................

(1)

4. Write these numbers in order of size, from smallest to largest.

(a) 37 84 9 127 24

................................................................................

(1)

(b) 4 – 6 1 – 3 – 1

................................................................................

(1)

(c) 0.975 0.99 0.0995 0.009 0.12

................................................................................

(1)

Q3

(Total 4 marks)

Q4

(Total 3 marks)

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5

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5. Here is a shaded shape on a centimetre grid.

(a) Find the perimeter of the shaded shape.

............................... cm

(2)

(b) Find the area of the shaded shape.

.............................. cm²

(1)

Here is a solid prism made from centimetre cubes.

(c) Find the volume of the solid prism.

.............................. cm²

(1) Q5

(Total 4 marks)

Leave

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6

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6. Work out

(i) 4 5 + 2

.........................

(ii) 34 – 8 3

.........................

(iii) 24 ÷ (9 – 6)

.........................

7. Here are some patterns made from sticks.

(a) In the space below, draw pattern number 4

Pattern number 4

(1)

(b) How many sticks are used in

(i) Pattern number 5

.........................

(ii) Pattern number 10

.........................

(2)

(c) Find an expression, in terms of n, for the number of sticks in Pattern number n.

.........................

(2)

Q6

(Total 3 marks)

Pattern number 1 Pattern number 2 Pattern number 3

Q7

(Total 5 marks)

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8. Work out an estimate for 3.9 × 102

.....................................

9. (a) Measure the length of the line FG.

State the units with your answer.

F G

.....................................

(2)

(b) Measure the size of angle marked h.

................................. °

(1)

(c) In the circle, draw a radius.

(1)

Q8

(Total 2 marks)

h

Q9

(Total 4 marks)

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8

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10. Here are five shapes.

Two of these shapes have only one line of symmetry.

(a) Write down the letter of each of these two shapes.

............... and ...............

(2)

Two of these shapes have rotational symmetry of order 2

(b) Write down the letter of each of these two shapes.

............... and ...............

....................

(2)

A B

C D E

Q10

(Total 4 marks)

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9

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11. (a) On the probability scale below, mark with a cross ( × ) the probability

that it will snow in London in June.

1

20 1

(1)

(b) On the probability scale below, mark with a cross ( × ) the probability

that it will rain in Manchester next year.

1

20 1

(1)

(c) On the probability scale below, mark with a cross ( × ) the probability

that you will get a head when you flip a fair coin.

1

20 1

(1)

(d) On the probability scale below, mark with a cross ( × ) the probability

that you will get a number less than 3 when you roll an ordinary dice.

1

20 1

(1)

12. (a) Change 350 centimetres to metres.

......................... metres

(1)

(b) Nat says 2.5 km is more than 2700 metres.

Explain why Nat is wrong.

.......................................................................................................................................

.......................................................................................................................................

(1)

Q11

(Total 4 marks)

Q12

(Total 2 marks)

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13. The table shows the percentage of each of the material used to make a special car tyre.

Material Percentage (%)

Rubber 15

Synthetic polymers 32

Carbon (black) 21

Oil 16

Fabric 3

Wire 10

Other 3

(a) Which material has the highest percentage?

............................................................

(1)

(b) Write 10% as a decimal.

.........................

(1)

(c) Write 3% as a decimal.

.........................

(1)

(d) Write 32% as a fraction.

Give your answer in its simplest form.

.........................

(2) Q13

(Total 5 marks)

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14. Here is a table for the rule × 3 then – 2

× 3 then – 2

Input Output

2 4

3....................

5....................

....................31

Complete the table.

15. Jamie has x CDs.

He gives 4 of his CDs to his friend.

(a) Write, in terms of x, an expression for the number of CDs Jamie has left.

.........................

(1)

Rosie downloads t tracks onto her MP3 player.

Each track costs her 25 pence.

(b) Write, in terms of t, the total cost in pence of Rosie’s downloads.

......................... pence

(1)

Q14

(Total 3 marks)

Q15

(Total 2 marks)

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12

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16. Rajeev uses this formula to work out his pay.

pay = rate per hour × hours worked

(a) One day, Ranjeev works for 6 hours at the rate of £8 per hour.

Work out Ranjeev’s pay.

£ ..................................

(1)

(b) Another day, Ranjeev is paid £72.

The rate was £8 per hour.

Work out how many hours Ranjeev worked.

........................... hours

(2)

17. Solve

(a) x + 5 = 8

x = ...............................

(1)

(b) y + y = 12

y = ...............................

(1)

(c) 3g – 7 = 8

g = ..............................

(2)

(d) 5(k + 1) = 3k + 12

k = ................................

(3)

Q16

(Total 3 marks)

Q17

(Total 7 marks)

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18. Work out 254 × 43

.....................................

19. The price of a TV increases by 15%.

The old price of the TV was £80

Work out the new price.

.....................................

Q18

(Total 3 marks)

Q19

(Total 3 marks)

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14

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20. The two-way table shows some information about the eating habits of the 30 students.

Boys Girls Total

Meat eating 12 10

Vegetarian 2

Vegan 1

Total 14 30

Complete the two-way table.

21. Ron received his pocket money on Saturday.

He spent 3

10 of his pocket money on magazines.

He spent 3

5of his pocket money on a book.

What fraction of his pocket money did he have left?

.....................................

Q20

(Total 3 marks)

Q21

(Total 4 marks)

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15

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22. Here are the first five terms of a number sequence.

5 8 11 14 17

Write down the next two terms of the sequence.

............... , ...............

23. (a) On the grid, show how the shaded shape tessellates.

You should draw at least 6 shapes.

(2)

(b) On the grid, enlarge the shaded shape by scale factor 2.

(2)

Q22

(Total 2 marks)

Q23

(Total 4 marks)

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24. The cuboid has a volume of 150 cm³.

The length is 10 cm.

The width is 5 cm.

Work out the height of the cuboid.

............................... cm

25. (a) Work out an estimate for 19 4 31 3

8 1 4 9

. .

. .

.....................................

(2)

(b) Use your answer to part (a) to find an estimate for 194 313

81 49

.....................................

(1)

Q24

(Total 2 marks)

Diagram NOT

accurately drawn

5 cm

10 cm

Q25

(Total 3 marks)

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17

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26.

Work out the total length of the shape.

Give your answer as a mixed number.

........................................ inches Q26

(Total 3 marks)

Diagram NOT

accurately drawn

2 inches 2

1

3

21 inches

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blank

18

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27. The stem and leaf diagram shows information about the areas, in cm2, of 31

photographs.

0 8 8 9

1 1 1 3 4 4 8 9

2 0 3 5 5 7 8 9

3 2 2 3 3 5 8 8 8

4 1 1 3 3 5 8

(a) Write down the number of photographs that have an area of 38 cm².

.........................

(1)

(b) Find the median area.

.............................. cm²

(2)

28.

A cuboid lies on the coordinate axes.

The point Q has coordinates (4, 2, 3).

What are the coordinates of the point P?

(............... , ............... , ...............)

Q27

(Total 3 marks)

Key 4 1 represents 41 cm²

R

yP

Diagram NOT

Q accurately drawn

O

z

x

Q28

(Total 2 marks)

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29.

The diagram shows a solid prism.

The cross-section of the solid prism is a triangle with a base of 6 cm and a height of 8 cm.

The length of the solid prism is 20 cm.

Work out the volume of the solid prism.

............................. cm3 Q29

(Total 2 marks)

20 cm

6 cm

8 cm

Diagram NOT

accurately drawn

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20

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30.

ABCD is a parallelogram

AB = 12 cm

BC = 8 cm

The perpendicular distance of the line DC from the line AB is 7 cm.

Work out the area of the parallelogram.

............................. cm2 Q30

(Total 2 marks)

12cm

8cm 7cm

A B

CD

Diagram NOT

accurately drawn

Leave

blank

21

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31.

ABC is a triangle.

DE is a straight line parallel to AB.

Work out the value of x.

.........................................

(2)

Give reasons for your answer.

..............................................................................................................................................

..............................................................................................................................................

(1)

TOTAL FOR PAPER: 100 MARKS

END

Q31

(Total 3 marks)

124°

78°

x°

Diagram NOT

accurately drawn

A B

C

D E

22

*N33846A02224*

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