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Mathematics 0580/13 May/June 2020: question paper and mark scheme

Cambridge IGCSE Mathematics (0580), Paper 1 (Core), May/June 2020. Read both free below, or download them. Done the paper? Get it marked by AI against this mark scheme.

0580_s20_qp_130580_s20_ms_130580/13/M/J/20

Paper
Paper 1 (Core)
Total marks
56
Time
1 hour
Code on the paper
0580/13/M/J/20
0580_s20_ms_13.pdf

0580/13 mark scheme, question by question

Each question as it's printed, and the mark scheme's points for it, as text. Diagrams, tables and graphs are in the PDFs above.

Question 11 mark

Question

Write six hundred and seven thousand and twenty-one in figures. …… [1]

Mark scheme

1 607 021 1

Question 21 mark

Question

A On the grid, draw a shape that is congruent to shape A. [1] 68 + 18

Mark scheme

2 Correct shape drawn 1

Question 32 marks

Question

Edelgard tries to calculate . 9-5 (a) She types into her calculator 68 + 18 ' 9 - 5. Explain why this does not give Edelgard the correct answer. …… [1] 68 + 18 (b) Work out the correct answer to . 9-5 …… [1]

Mark scheme

3(a) Correct reason 1 3(b) 21.5 oe 1

Question 41 mark

Question

A train from Woodton to Northley takes 6 hours 25 minutes. The train leaves Woodton at 19 46. Work out the time the train arrives at Northley. …… [1]

Mark scheme

4 02 11 1

Question 51 mark

Question

Write down the number that is 7 more than -38. …… [1]

Mark scheme

5 −31 1

Question 62 marks

Question

Simplify. 5w + 3h - 7w + 8h …… [2]

Mark scheme

6 11h − 2 w final answer 2 M1 for 11h + kw or kh − 2 w

Question 73 marks

Question

(a) Write down the mathematical name of a quadrilateral that has • rotational symmetry of order 1 and • only one line of symmetry. …… [1] (b) Reflect the shape in line L. L [2]

Mark scheme

7(a) Kite or isosceles trapezium 1 7(b) Correct shape drawn 2 M1 for 3 sides correctly reflected or 4 correct vertices

Question 84 marks

Question

B x° NOT TO 135° SCALE A 72° D y° 88° C In the diagram, AB is parallel to CD. (a) Find the value of x. Give a geometrical reason for your answer. x = …… because …… [2] (b) Work out the value of y. Give a geometrical reason for your answer. y = …… because …… [2]

Mark scheme

8(a) 72 2 B1 for each Corresponding angles 8(b) 65 2 B1 for each Angles [at a point] sum [to] 360 oe

Question 93 marks

Question

32 33 34 35 36 37 38 39 From this list of numbers, write down (a) a multiple of 8, …… [1] (b) a square number, …… [1] (c) a prime number. …… [1]

Mark scheme

9(a) 32 1 9(b) 36 1 9(c) 37 1

Question 104 marks

Question

(a) A circular garden has diameter 11.4 m. Draw the garden accurately, using a scale of 1 cm represents 1.5 m. Scale: 1 cm to 1.5 m [2] (b) On a map, the distance between two towns is 9.6 cm. The scale of the map is 1 : 50 000. Work out the actual distance between the two towns in kilometres. …… km [2]

Mark scheme

10(a) Circle with 3.8 cm radius drawn 2 M1 for 11.4 ÷ 1.5 or 5.7 ÷ 1.5 10(b) 4.8 2 9.6 × 50000 M1 for or answer figs 48 100 × 1000

Question 112 marks

Question

A NOT TO SCALE 32° B C Triangle ABC is isosceles. Angle ABC = 32° and AB = AC. Find angle BAC. Angle BAC = …… [2]

Mark scheme

11 116 2 M1 for angle ACB = 32 soi

Question 122 marks

Question

A bag contains yellow balls, pink balls and green balls only. The ratio yellow balls : pink balls : green balls = 7 : 3 : 5. There are 42 yellow balls in the bag. Work out the total number of balls in the bag. …… [2]

Mark scheme

12 90 2 42 M1 for × ( 7 + 3 + 5) soi by 6 7

Question 132 marks

Question

On any day, the probability that Marcus will get a seat on the school bus is 0.93 . (a) Write down the probability that he will not get a seat on the school bus today. …… [1] (b) There are 200 school days in a year. Work out the expected number of days in a year that Marcus will not get a seat. …… [1]

Mark scheme

13(a) 0.07 1 13(b) 14 1 FT their (a)

Question 143 marks

Question

Simplify. (a) p2 # p4 …… [1] (b) m 15 ' m 5 …… [1] (c) (k 3) 5 …… [1]

Mark scheme

14(a) p6 1 14(b) m10 1 14(c) k 15 1

Question 153 marks

Question

y 3 2 1 B -6 -5 -4 -3 -2 -1 0 1 2 3 4 x -1 -2 -3 A -4 -5 -6 Describe fully the single transformation that maps shape A onto shape B. …… [3] 1 2

Mark scheme

15 Rotation 3 B1 for each clockwise 90° [centre] (0, 0)

Question 163 marks

Question

Without using a calculator, work out 3 - 2 . 4 3 You must show all your working and give your answer as a fraction in its simplest form. …… [3]

Mark scheme

16 Correct common denominator M1 Correct method M1 3 − 8 12 + 3 − 8 e.g. 1 or or 12 12 ((3 × 4) + 1) × 3 − ( ( 2 × 3) + 2 ) × 4 39 − 32 or 12 12 7 A1 cao 12

Question 174 marks

Question

A chef buys some cheese from France. 200 g of cheese costs 3.45 euros. The exchange rate is $1 = 0.84 euros. Work out the maximum mass of cheese the chef can buy with $150. Give your answer in kilograms, correct to 1 decimal place. …… kg [4]

Mark scheme

17 7.3 cao 4 150 × 0.84 M3 for 3.45 × 5 or B3 for final answer figs 73[04...] 150 × 0.84 3.45 × 5 or M2 for or 3.45 0.84 3.45 or M1 for 150 × 0.84 or 3.45 × 5 or 0.84

Question 185 marks

Question

Sonia wants to invest $5000 for 6 years. Bank A pays compound interest at a rate of 3.5% per year. Bank B increases the $5000 by 22% at the end of 6 years. Which bank will give Sonia the most money at the end of 6 years and by how much? You must show all your working. Bank A Bank B Bank …… will give $ …… more money. [5]

Mark scheme

18 A 46.28 5 M1 for 5000 × 1.0356 A1 for 6146.27 to 6146.28 M1 for 5000 × 1.22 A1 for 6100

Question 192 marks

Question

By rounding each number correct to 1 significant figure, estimate the value of 71 # 32.4 . 4.8 2 You must show all your working. …… [2]

Mark scheme

19 70 × 30 2 M1 for two of 70, 30, 5 used 52 and 84

Question 204 marks

Question

Des thinks of two numbers. The sum of his two numbers is -6. The difference between his two numbers is 62. Find the two numbers. …… and …… [4]

Mark scheme

20 28, −34 4 Trial and improvement OR B1 for x + y = –6 oe B1 for x – y = 62 oe B1 for 28 or −34

Question 214 marks

Question

A solid cylinder has radius 3 cm and height 4.5 cm. Calculate the total surface area of the cylinder. …… cm2 [4]

Mark scheme

21 141 or 141.3 to 141.4 4 M1 for [2 ×] π × 32 M2 for 2 × π × 3 × 4.5 or M1 for 2 × π × 3 [× 4.5]

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Where can I find the 0580/13 May/June 2020 mark scheme?

On this page, free: the mark scheme for IGCSE Mathematics 0580/13, May/June 2020 (0580_s20_ms_13), and the question paper (0580_s20_qp_13), to read or download, with each question's marking points written out underneath.

How many marks is 0580/13 out of?

Mathematics 0580/13 for May/June 2020 is out of 56 marks, with 1 hour to answer it.

Can I get my 0580/13 answers marked?

Yes. Upload your answers to 0580/13/M/J/20 as a PDF or photos, and CIE Buddy marks every question against this paper's official mark scheme, using Cambridge's marking rules. You get your score, each lost mark explained on your own script, and the topics to revise. It's a guide, not an official Cambridge grade.