Question 11 mark
Question
Write 6475 correct to the nearest ten. …… [1]
Mark scheme
1 6480 1
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Cambridge IGCSE Mathematics (0580), Paper 1 (Core), October/November 2024. Read both free below, or download them. Done the paper? Get it marked by AI against this mark scheme.
0580_w24_qp_130580_w24_ms_130580/13/O/N/24
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
Write 6475 correct to the nearest ten. …… [1]
Mark scheme
1 6480 1
Question
Write 0.75 as a fraction. …… [1]
Mark scheme
2 75 1 or equivalent fraction 100
Question
A piece of string has length 65.1 cm. The string is cut into 7 equal pieces. Find the length of each piece. ……cm [1]
Mark scheme
3 9.3 1
Question
7 19 8 12 3 12 9 7 12 Find the mode of these numbers. …… [1]
Mark scheme
4 12 1
Question
A bag contains 6 red balls, 4 green balls and 2 blue balls. Zia takes a ball from the bag at random. A B C D E F G 0 1 Write down the letter from the probability scale that shows the probability that (a) Zia takes a green ball …… [1] (b) Zia takes a yellow ball …… [1] (c) Zia does not take a blue ball. …… [1]
Mark scheme
5(a) C 1 5(b) A 1 5(c) F 1
Question
These are the first four terms of a sequence. 19 26 33 40 (a) (i) Find the next term. …… [1] (ii) Write down the term to term rule for this sequence. …… [1] (b) These are the first four terms of another sequence. -1 2 5 8 Find the nth term of this sequence. …… [2]
Mark scheme
6(a)(i) 47 1 6(a)(ii) Add 7 oe 1 6(b) 3n – 4 2 B1 for 3n + j or kn – 4 k ≠ 0, or 3n – 4 seen then spoilt
Question
Simplify. 3p - t – p - 4t …… [2]
Mark scheme
7 2p – 5t final answer 2 B1 for 2p or −5t in final answer or for 2 p – 5t seen then spoilt
Question
61 62 63 64 65 66 67 68 69 From the list of numbers, write down (a) a cube number …… [1] (b) a prime number. …… [1]
Mark scheme
8(a) 64 1 8(b) 61 or 67 1
Question
The scale drawing shows the positions of town K and town L. The scale is 1 cm represents 10 km. North L North K Scale : 1 cm to 10 km (a) Find the actual distance between town K and town L. …… km [2] (b) Measure the bearing of town L from town K. …… [1] (c) Town M is 40 km from town L on a bearing of 140°. On the scale drawing, mark the position of town M. [2]
Mark scheme
9(a) 85 2 B1 for 8.5 or M1 for their 8.5 × 10 9(b) 065 1 9(c) M in correct position 2 B1 for a correct length, 4cm or B1 for a correct bearing, 140º
Question
The surface area of a cube is 121.5 cm 2 . Calculate the length of one side of the cube. …… cm [2]
Mark scheme
10 4.5 2 M1 for 121.5 ÷ 6
Question
(a) NOT TO SCALE 80° w° The diagram shows three lines meeting at a point. Find the value of w. w = …… [1] (b) D 80° NOT TO SCALE y° A B C BCD is an isosceles triangle. ABC is a straight line. Work out the value of y. y = …… [3]
Mark scheme
11(a) 190 1 11(b) 130 3 B2 for DBC or BCD = 50 or M2 for 180 – ((180 – 80) ÷ 2) oe or M1 for (180 – 80) ÷ 2
Question
Write down the equation of a line parallel to the line y = 2x . …… [1]
Mark scheme
12 y = 2x + k, k ≠ 0 oe 1
Question
Each student in a class of 20 students records the number of coins in their pockets. The table shows the results. Number of coins 0 1 2 3 4 5 6 Frequency 3 1 7 8 0 0 1 (a) Find the median. …… [1] (b) Calculate the mean. …… [3]
Mark scheme
13(a) 2 1 13(b) 2.25 3 M1 for [3×0] + 1×1 + 7×2 + 8×3 + [0×4] + [0×5] + 1×6 oe or for 45 theirΣfx M1 dep for dep on first M1 20
Question
Expand 4 (x - 3) . …… [1]
Mark scheme
14 4x – 12 final answer 1
Question
Find the size of an interior angle of a regular 15-sided polygon. …… [2]
Mark scheme
15 156 2 180 × (15 – 2 ) M1 for 180 – 360 ÷ 15 oe or oe 15
Question
Rio buys some pens. 7 He sells 63 pens, which is of the pens he buys. 9 Work out how many pens he buys. …… [2]
Mark scheme
16 81 2 M1 for 63 ÷ 7 [×9]
Question
Ed has n books. Sam has 3 times as many books as Ed Jane has 2 books fewer than Sam. The total number of books is 54. Use this information to write down an equation and solve it to find the value of n. n = …… [4] 1 11
Mark scheme
17 7n = 56 M3 OR M2 for n + 3n + 3n – 2 = 54 or any correct equation which would lead to 7n – 2 = 54 OR M1 for rearranging their equation to give an = b OR B1 for 3n or 3n – 2 8 A1 Dep on at least M2 If 0 scored SC1 for answer 8 without algebra
Question
Without using a calculator, work out 2 - 1 . 4 12 You must show all your working and give your answer as a fraction in its simplest form. …… [3] 19 % = {workers in an office} C = {workers who drink coffee} T = {workers who drink tea} 47 people work in the office. 32 people drink tea. % C T 6 8 (a) Complete the Venn diagram. [2] (b) Write down n(C + T ) . …… [1] (c) Work out the probability that a worker chosen at random does not drink coffee. …… [1]
Mark scheme
18 B1 Correct step for dealing with mixed numbers 9 23 1 11 oe or 1 − 9k 23k 4 12 4 12 Allow or 4k 12k oe M1 Correct method to find common denominator 27 23 3 11 and [1] and e.g. 2 3 and 1 11 12 12 12 12 12 12 1 A1 cao 3
Question
In the question paper above.
Mark scheme
19(a) C T 2 B1 for each or If 0 scored SC1 for n(c) = 33 7 26 19(b) 26 1 FT their diagram 19(c) 14 1 oe 47
Question
The weight, w grams, of a box is 463.9 grams, correct to 1 decimal place. Complete the statement about the value of w. …… G w 1 …… [2]
Mark scheme
20 463.85 463.95 2 B1 for each If 0 scored SC1 for both correct but reversed
Question
Calculate (6.4 # 10 5) ' (2.5 # 10 -7) . Give your answer in standard form. …… [1]
Mark scheme
21 2.56 × 1012 1
Question
Mia invests $1270 for 5 years at a rate of 2.1% per year compound interest. Calculate the value of her investment at the end of the 5 years. $ …… [2]
Mark scheme
22 1409.07 or 1409.069… 1410, 1409, 2 2.1 5 1409.1 M1 for 1270 × 1 + oe 100
Question
NOT TO SCALE 9.7 cm x cm 42° The diagram shows a right-angled triangle. Calculate the value of x. x = …… [2]
Mark scheme
23 6.49 or 6.490 to 6.491 2 x M1 for sin 42 = or better 9.7
Question
A x cm NOT TO B SCALE 3.2 cm 6.75 cm 2.7 cm Shape A is mathematically similar to shape B. Calculate the value of x. x = …… [2]
Mark scheme
24 8 2 3.2 2.7 M1 for = oe or better x 6.75
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Mark my 0580/13Examiners follow the generic marking principles at the front of the scheme, then each question's points: method (M), accuracy (A) and independent (B) marks, error carried forward where the scheme allows it, and positive marking, so you're credited for what you got right.
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Mathematics 0580/13 for October/November 2024 is out of 56 marks, with 1 hour to answer it.
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