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Maths · AQA 8300 · Paper 2: Calculator · Foundation · November 2017

AQA GCSE Maths Paper 2: Calculator Foundation November 2017 question paper 8300/2F

1h 30m 80 marks

Practise the past exam questions by topic

AQA 8300 · Paper 2F

29 questions
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Question 10

One of the angles in a triangle is 60°

Tick a box for each statement.

Figure for question 10

[4 marks]

Answer
Mark scheme for question 10

Question 14

Chris sells lawnmowers. The table shows the number he sold each quarter for three years.

Quarter 1Quarter 2Quarter 3Quarter 4
20161764505
2015972611
20141958532
(a)

In which year did he sell the most lawnmowers? You must show your working.

[2 marks]

(b)

He uses the table to decide the number of lawnmowers to stock each quarter.

At the start of which quarter should Chris stock the most lawnmowers? Circle your answer.

Quarter 1
Quarter 2
Quarter 3
Quarter 4

[1 mark]

Question 15

In a test, Section A has 80 marks Section B has 120 marks.

Riya scores 55% in Section A 70% in Section B.

To pass, Riya needs to score 65% of the total marks.

Does she pass? You must show your working.

[4 marks]

Question 17

Here is a formula to convert degrees Celsius (°C) to degrees Fahrenheit (°F).

F = 1.8 C + 32

F is the number of degrees Fahrenheit C is the number of degrees Celsius

(a)

Show that –40°C = –40°F

[2 marks]

(b)

The temperature is –15°C Nick says, “Because the temperature is negative in Celsius, it must be negative in Fahrenheit.”

Is he correct? You must show your working.

[1 mark]

Question 20

In 2015, Han was paid £1350 per month.

In 2016, he had a 2% increase in his monthly pay worked 37.5 hours per week worked for 47 weeks.

Work out Han’s average pay per hour for 2016

[5 marks]

Question 22

The table shows information about the UK and Germany.

PopulationArea (square miles)
UK64 000 00095 000
Germany82 000 000140 000
Question 22, shown as an image

Compare the population densities of the UK and Germany.

[3 marks]

Question 26

A ball is thrown from a height of 15 metres. It bounces to height h1, then to height h2 as shown.

Figure for question 26

h1 is three quarters of the original height.

(a)

Jack expects h2 to be three quarters of h1

Work out the value of h2 that he expects.

[2 marks]

(b)

In fact, h2 is two thirds of h1

How does this affect the answer to part (a)?

Question 26, shown as an image
Figure for question 26

Show working to support your answer.

[2 marks]

Question 29

Work out the size of angle x.

Figure for question 29

[2 marks]

Answer
Mark scheme for question 29

The paper as printed

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