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Maths · Edexcel 1MA1 · Paper 2: Calculator · Foundation · June 2017

Edexcel GCSE Maths Paper 2: Calculator Foundation June 2017 question paper 1MA1/2F

1h 30m 80 marks

Edexcel 1MA1 · Paper 2F

25 questions
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Question 1

(a)

Simplify 5 p – 3 p + p

(1)

Answer
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(b)

Simplify m3 + m3

(1)

Answer
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(c)

Simplify 10 + 3 c + 5 d – 7 c + d

(2)

Answer
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Question 2

Write 56.78 correct to one significant figure.

(1)

Answer
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Question 3

A teacher asks the students in Year 6 what type of transport they use to get to school. The dual bar chart shows some of the results.

Figure for question 3
(a)

What is the most popular type of transport used by the boys?

(1)

Answer
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(b)

7 girls walk to school.

Show this information on the dual bar chart.

(1)

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(c)

More of the students get to school by car than by bus.

How many more?

(1)

Answer
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(d)

The number of students in Year 5 is the same as the number of students in Year 6

What is the total number of students in Years 5 and 6?

(2)

Answer
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Question 4

Here are four fractions.

Question 4, shown as an image

Write these fractions in order of size. Start with the smallest fraction.

(2)

Answer
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Question 5

Figure for question 5
(a)

Write down one thing that is wrong with the tally chart.

(1)

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(b)

David drew this pictogram to show the information for Tuesday and Wednesday.

Figure for question 5

Write down one thing that is wrong with this pictogram.

(1)

Answer
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Question 6

There are 495 coins in a bottle. fraction of the coins are £1 coins. 124 of the coins are 50p coins. The rest of the coins are 20p coins.

Work out the total value of the 495 coins.

(4)

Answer
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Question 7

The probability that a new fridge has a fault is 0.015

What is the probability that a new fridge does not have a fault?

(1)

Answer
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Question 8

Here is a list of numbers.

21 22 23 24 25 26 27 28 29

(a)

From the numbers in the list, write down a square number.

(1)

Answer
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(b)

From the numbers in the list, write down a number that is a multiple of both 4 and 6

(1)

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(c)

Write down all the prime numbers in the list.

(1)

Answer
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Question 9

Figure for question 9

Find the value of x.

(3)

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Question 10

Figure for question 10

(4)

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Question 11

You can use this graph to change between inches and centimetres.

Figure for question 11
(a)

Change 74 cm to inches.

(1)

Answer
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(b)

Daniel’s height is 6 feet 3 inches.

1 foot = 12 inches

What is Daniel’s height in centimetres?

(3)

Answer
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Question 12

Question 12, shown as an image

Write down all the figures on your calculator display.

(2)

Answer
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Question 13

Figure for question 13
(a)

Rotate shape A 90maths symbol clockwise about centre O.

(2)

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(b)
Figure for question 13

Describe fully the single transformation that maps triangle B onto triangle C.

(2)

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Question 14

(a)

Factorise 5 – 10 m

(1)

Answer
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(b)

Factorise fully 2a2b + 6ab2

(2)

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Question 15

(a)

Write 4.7 maths symbol 10–1 as an ordinary number.

(1)

Answer
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(b)

Work out the value of (2.4 maths symbol 103) maths symbol (9.5 maths symbol 105) Give your answer in standard form.

(2)

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Question 16

Figure for question 16

(3)

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Question 17

The table shows the probabilities that a biased dice will land on 2, on 3, on 4, on 5 and on 6

Number on dice123456
Probability0.170.180.090.150.1

Neymar rolls the biased dice 200 times.

Work out an estimate for the total number of times the dice will land on 1 or on 3

(3)

Answer
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Question 18

On Saturday, some adults and some children were in a theatre. The ratio of the number of adults to the number of children was 5: 2

Each person had a seat in the Circle or had a seat in the Stalls. fraction of the children had seats in the Stalls. 117 children had seats in the Circle.

There are exactly 2600 seats in the theatre.

On this Saturday, were there people on more than 60% of the seats? You must show how you get your answer.

(5)

Answer
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Question 19

The diagram shows a prism with a cross section in the shape of a trapezium.

Figure for question 19

On the centimetre grid below, draw the front elevation and the side elevation of the prism. Use a scale of 2 cm to 1 m.

(4)

Answer
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Question 20

Olly drove 56 km from Liverpool to Manchester. He then drove 61 km from Manchester to Sheffield.

Olly’s average speed from Liverpool to Manchester was 70 km/h. Olly took 75 minutes to drive from Manchester to Sheffield.

(a)

Work out Olly’s average speed for his total drive from Liverpool to Sheffield.

(4)

Answer
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(b)

Janie drove from Barnsley to York.

Janie’s average speed from Barnsley to Leeds was 80 km/h. Her average speed from Leeds to York was 60 km/h.

Janie says that the average speed from Barnsley to York can be found by working out the mean of 80 km/h and 60 km/h.

If Janie is correct, what does this tell you about the two parts of Janie’s journey?

(1)

Answer
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Question 21

Figure for question 21

ABC and EDC are straight lines. EA is parallel to DB.

EC = 8.1 cm. DC = 5.4 cm. DB = 2.6 cm.

(a)

Work out the length of AE.

(2)

Answer
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(b)

AC = 6.15 cm.

Work out the length of AB.

(2)

Answer
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Question 22

Figure for question 22

(3)

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Question 23

A number, n, is rounded to 2 decimal places. The result is 4.76

Using inequalities, write down the error interval for n.

(2)

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Question 24

Solve x2 + 5x – 24 = 0

(3)

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Question 25

Here are the first six terms of an arithmetic sequence.

3 8 13 18 23 28

(a)

Find an expression, in terms of n, for the n th term of this sequence.

(2)

Answer
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(b)

The nth term of a different sequence is 3n2 Nathan says that the 4th term of this sequence is 144

Is Nathan right? Show how you get your answer.

(1)

Answer
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