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Maths · AQA 8300 · Paper 1: Non-calculator · Foundation · November 2018

AQA GCSE Maths Paper 1: Non-calculator Foundation November 2018 question paper 8300/1F

1h 30m 80 marks

Calculators may not be used

Practise the past exam questions by topic

AQA 8300 · Paper 1F

31 questions
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Question 18

Here are five shapes, A to E.

AParallelogram
BRegular pentagon
CRhombus
DScalene triangle
ETrapezium

In the Venn diagram, ξ is the set of all shapes Q is the set of quadrilaterals R is the set of shapes which always have rotational symmetry.

Figure for question 18

Complete the Venn diagram with the letters A to E.

[3 marks]

Question 26

A ship is sailing in a straight line from its home port. The distance-time graph shows 4 hours of the journey.

Figure for question 26

Work out the speed of the ship during these 4 hours.

[3 marks]

Question 27

Kim works at an airport in the UK. She records the number of planes landing between 10 am and 2 pm each day. The table shows the data for the first 10 days in January.

Day12345678910
Number of planes148151147155153147155102151154
(a)

The airport was affected by fog on one of the days. Which day do you think it was? Give a reason for your answer.

[1 mark]

(b)

Kim uses the data to predict how many planes will land at the airport in a year. In her method, she uses an estimate of 150 planes in each 4-hour period throughout the day assumes the same number of planes each day. Work out her prediction.

[3 marks]

(c)

In fact, fewer planes land in winter than in summer fewer planes land at night than during the day. What does this tell you about Kim’s prediction? Tick one box.

Figure for question 27

Give a reason for your answer.

[2 marks]

Question 28

The sum of the angles in any quadrilateral is 360° For example, in a rectangle 4 × 90° = 360° Zak writes, 5 × 90° = 450° so the sum of the angles in any pentagon must be 450° Is he correct?

Question 28, shown as an image
Figure for question 28

Show working to support your answer.

[2 marks]

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