# Paper Reference. Edexcel GCSE Mathematics (Linear) 1380 Paper 1 (Non-Calculator) Foundation Tier

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2 GCSE Mathematics (Linear) 1380 You must not write on this formulae page. Anything you write on this formulae page will gain NO credit. Area of trapezium Volume of prism 2 *p40630a0224*

3 Answer ALL TWENTY FIVE questions. Write your answers in the spaces provided. You must write down all stages in your working. You must NOT use a calculator (a) Write down the number marked by the arrow (b) Write down the number marked by the arrow (c) Find the number 340 on the number line above (d) Find the number 4.9 on the number line above. Q1 (Total 4 marks) *P40630A0324* 3 Turn over

4 2. (a) Work out (b) Work out (c) Work out Q2 (Total 4 marks) 4 *p40630a0424*

5 3. Here is part of a sequence of patterns made of sticks. Pattern number 1 Pattern number 2 Pattern number 3 (a) In the space below, draw Pattern number 4 (b) Complete the table. Pattern number Number of sticks (c) Work out how many sticks there will be in Pattern number 8 Josh has 100 sticks. Josh says he can make a pattern in the sequence using all the sticks. (d) Is Josh correct? Give a reason for your answer.... Q3 (Total 5 marks) *P40630A0524* 5 Turn over

6 4. Here is a two-stage number machine. It multiplies by 2 and then adds 10 Input Output (a) Complete the table. Input Output Here is a different two-stage number machine Input 2... Output When the input is 10, the output is 26 (b) Complete the number machine. (Total 3 marks) Q4 6 *p40630a0624*

7 5. Here are 5 solid shapes. (a) Match each solid shape to its name. One has been done for you. Cone Cube Cuboid Cylinder Triangular prism (3) (b) How many faces does the cuboid have? Q5 (Total 4 marks) *P40630A0724* 7 Turn over

8 6. (a) Write down the fraction of the shape that is shaded. Give your fraction in its simplest form. (b) Work out 10% of 50 (c) Change 3 4 to a decimal. Q6 (Total 5 marks) 8 *p40630a0824*

9 7. There are 24 men in a room. 1 of the men are wearing a red shirt. 2 1 of the men are wearing a green shirt. 3 The rest of the men are wearing a blue shirt. Work out the number of men wearing a blue shirt.... Q7 (Total 3 marks) 8. Here is a design made from white rectangles and grey rectangles. Diagram NOT accurately drawn A B A B A B A 4.8 cm 3.6 cm Each white rectangle has a length of 4.8 cm. Each grey rectangle has a length of 3.6 cm. Work out the total length of the design... cm Q8 (Total 2 marks) *P40630A0924* 9 Turn over

10 9. (a) Simplify 2x + 2x (b) Simplify 5y 2y (c) Simplify 2 4p Q9 (Total 3 marks) 10. In the morning Fred walks 400 m from home to school. After school, he walks 400 m from school to home. Fred walks to school and back from school on 5 days. How far does Fred walk in total? Give your answer in kilometres.... km Q10 (Total 3 marks) 10 *p40630a01024*

11 11. Here is a rectangle. 4 cm Diagram NOT accurately drawn The length of the rectangle is 10 cm. The width of the rectangle is 4 cm. (a) Work out the area of the rectangle. 10 cm... cm 2 The rectangle is to be enlarged by scale factor 2 (b) Work out the length and the width of the enlarged rectangle. Length... cm Width... cm Q11 (Total 4 marks) *P40630A01124* 11 Turn over

12 12. Here is an incomplete pictogram. It shows the numbers of cars in a car park at 4 pm on Monday, Tuesday and Wednesday of one week. Monday Key represents 4 cars Tuesday Wednesday Thursday Friday (a) Write down the number of cars in the car park at 4 pm on Monday. (b) Write down the number of cars in the car park at 4 pm on Tuesday. On Thursday, there were 16 cars in the car park at 4 pm. (c) Show this on the pictogram. On Friday, there were 10 cars in the car park at 4 pm. (d) Show this on the pictogram. Q12 (Total 4 marks) 12 *p40630a01224*

13 13. Here are 5 rows of numbers. Row A Row B Row C Row D Row E All the numbers are even in one of the rows. (a) Which row? The numbers in row C are the first 7 prime numbers written in order of size. (b) Write down the next prime number. (c) Write down a square number from row D. The numbers in row E are the first seven numbers of a sequence. (d) Work out the next number in the sequence. Q13 (Total 4 marks) *P40630A01324* 13 Turn over

14 14. (a) What is the sum of the angles in a triangle?... y Diagram NOT accurately drawn x 80 w 40 (b) (i) Write down the value of w. (ii) Give a reason for your answer.... (c) Work out the value of x. (d) Work out the value of y. Q14 (Total 6 marks) 14 *p40630a01424*

15 15. Here is a menu in a café. Menu Starter Soup Melon Main Course Chicken Fish Omelette A meal is a starter and a main course. One possible meal is Soup and Chicken, (S, C). Charlie wants to choose a meal. (a) Make a list of all the different meals she can have. One has been done for you. (S, C).. A meal is chosen at random. (b) What is the probability that the meal will be Melon and Chicken? The café adds fruit juice as another starter. Charlie says Now there will be one more meal to choose from. (c) Show that Charlie is wrong Q15 (Total 4 marks) *P40630A01524* 15 Turn over

16 16. Here is a sketch of a quadrilateral. C Diagram NOT accurately drawn D 6 cm 5 cm A cm B Make an accurate drawing of the quadrilateral ABCD in the space below. The point A, marked with a cross ( ), has been drawn for you. A Q16 (Total 4 marks) 16 *p40630a01624*

17 17. (a) Work out Give your answer in its simplest form. (b) Eric, the cat, eats 2 3 of a tin of cat food every day. How much cat food will Eric eat in 7 days?... tins Q17 (Total 4 marks) *P40630A01724* 17 Turn over

18 18. There are only red counters, blue counters and green counters in a bag. There are 5 red counters. There are 6 blue counters. There is 1 green counter. Jim takes at random a counter from the bag. (a) (i) Work out the probability that he takes a red counter. (ii) Work out the probability that he takes a counter that is not red. Jim puts the counter back in the bag. He then puts some more green counters into the bag. (3) The probability of taking at random a red counter is now 1 3 (b) Work out the number of green counters that are now in the bag. Q18 (Total 5 marks) 18 *p40630a01824*

19 19. Work out an estimate for the value of Give your answer as a decimal Q19 (Total 3 marks) 20. (a) Solve 13x+ 1 = 11x+ 8 x = (b) Solve 2y = 5 4 y = Q20 (Total 4 marks) *P40630A01924* 19 Turn over

20 21. The table gives information about the lengths of the branches on a bush. Length (L cm) Frequency 0 L < L < L < L < L < L < 60 0 (a) Draw a frequency polygon to show this information Frequency Length (L cm) (b) Work out the total number of branches on the bush. (c) Write down the modal class interval. Q21 (Total 5 marks) 20 *p40630a02024*

21 22. (a) Simplify 2a + 3b a b (b) Expand 4(2m 3n) Q22 (Total 3 marks) 23. Diagram NOT accurately drawn y x (a) Find the value of x. (b) Find the value of y. Give reasons for your answer. Q23 (Total 3 marks) *P40630A02124* 21 Turn over

22 24. (a) Complete the table of values for y = 5x + 2 x y 2 17 (b) On the grid, draw the graph of y = 5x + 2 for values of x y O x 10 (c) Use your graph to estimate the value of x when y = 10 Q24 (Total 5 marks) 22 *p40630a02224*

23 25. D 12 cm A Diagram NOT accurately drawn N 12 cm C M B ABCD is a square of side 12 cm. M is the midpoint of CB. N is a point on AB. AN = 1 4 AB. Calculate the area of the shaded region CDNM.... cm 2 Q25 (Total 6 marks) TOTAL FOR PAPER: 100 MARKS END *P40630A02324* 23

24 BLANK PAGE 24 *p40630a02424*

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