Edexcel GCSE Maths Paper 1: Non-calculator Foundation November 2017 question paper 1MA1/1F
Practise the past exam questions by topic
Edexcel 1MA1 · Paper 1F
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Question 2
Question 3
Question 4
Here are four numbers.
–9 –2 2 9
Write one of these numbers in each box to make a correct calculation.
(1)
Question 5
Here are the first four terms of a number sequence.
2 5 11 23
The rule to continue this sequence is
multiply the previous term by 2 and then add 1
Work out the 5th term of this sequence.
(1)
Question 6
Here are five straight rods.
All measurements are in centimetres.
The total length of the five rods is L cm.
Find a formula for L in terms of a. Write your formula as simply as possible.
(3)
Question 7
Plot the point with coordinates (2, 9). Label this point B.
(1)
Does point B lie on the straight line with equation y = 4 x + 1? You must show how you get your answer.
(1)
On the grid, draw the line with equation x = –2
(1)
Question 8
The length of a rectangle is twice as long as the width of the rectangle. The area of the rectangle is 32 cm2.
Draw the rectangle on the centimetre grid.
(2)
Question 9
Jacqui wants to work out 3480 ÷ 5
She knows that 3480 ÷ 10 = 348
Jacqui writes 3480 ÷ 5 = 174
because 10 ÷ 5 = 2
and
348 ÷ 2 = 174
What mistake did Jacqui make in her method?
(1)
Question 10
Jake and Sarah each played a computer game six times.
Their scores for each game are shown below.
| Jake | 10 | 9 | 8 | 11 | 12 | 8 |
| Sarah | 2 | 10 | 7 | 14 | 4 | 10 |
Who had the most consistent scores, Jake or Sarah? You must give a reason for your answer.
(1)
Jake played a different game 20 times.
The stem and leaf diagram shows information about his scores.
Jake said his modal score was 6 points because 6 occurs most often in the diagram.
Is Jake correct? You must explain your answer.
(1)
Question 11
There are 30 children in a nursery school. At least 1 adult is needed for every 8 children in the nursery.
Work out the least number of adults needed in the nursery.
(2)
2 more children join the nursery.
Does this mean that more adults are needed in the nursery? You must give a reason for your answer.
(1)
Question 12
Emma has 45 rabbits.
30 of the rabbits are male. 8 of the female rabbits have short hair. 12 of the rabbits with long hair are male.
Use the information to complete the two-way table.
(3)
One of Emma’s rabbits is chosen at random.
Write down the probability that this rabbit is a female with short hair.
(1)
Question 13
The total surface area of a cube is 294 cm2.
Work out the volume of the cube.
(4)
Question 14
Here are two fractions.
Work out which of the fractions is closer to 1 You must show all your working.
(3)
Question 15
There are only red buttons, yellow buttons and orange buttons in a jar. The number of red buttons, the number of yellow buttons and the number of orange buttons are in the ratio 7: 4: 9
Work out what percentage of the buttons in the jar are orange.
(2)
Question 16
Berenika wants to buy 35 T-shirts.
Each T-shirt costs £5.80 Berenika does the calculation 40 6 = 240 to estimate the cost of 35 T-shirts.
Explain how Berenika’s calculation shows the actual cost will be less than £240
(1)
There is a special offer.
Work out the actual cost of buying 35 T-shirts using the special offer.
(4)
Question 17
There are 3 cards in Box A and 3 cards in Box B. There is a number on each card.
Ryan takes at random a card from Box A and a card from Box B. He adds together the numbers on the two cards to get a total score.
Work out the probability that the total score is an odd number.
(2)
Question 18
Harry, Regan and Kelan share £450 in the ratio 2: 5: 3
How much money does Kelan get?
(2)
Question 19
Here is a list of ingredients for making 16 flapjacks.
Jenny wants to make 24 flapjacks.
Work out how much of each of the ingredients she needs.
syrup........ tablespoons
(3)
Question 20
Ami’s answer is 27.1115 Josh’s answer is 271.115
One of these answers is correct.
Use approximations to find out which answer is correct.
(3)
Question 21
Question 22
Question 23
Write 36 as a product of its prime factors.
(2)
Question 24
Kiaria is 7 years older than Jay. Martha is twice as old as Kiaria. The sum of their three ages is 77
Find the ratio of Jay’s age to Kiaria’s age to Martha’s age.
(4)
Question 25
ABCD is a parallelogram. EDC is a straight line. F is the point on AD so that BFE is a straight line.
Angle EFD = 35 Angle DCB = 75
Show that angle ABF = 70 Give a reason for each stage of your working.
(4)
Question 26
The diagram shows a logo made from three circles.
Each circle has centre O. Daisy says that exactly of the logo is shaded.
Is Daisy correct? You must show all your working.
(4)
Question 27
The table shows information about the weekly earnings of 20 people who work in a shop.
| Weekly earnings (£x) | Frequency |
| 150 x | 1 |
| 250 x | 11 |
| 350 x | 5 |
| 450 x | 0 |
| 550 x | 3 |
Work out an estimate for the mean of the weekly earnings.
(3)
Nadiya says,
“The mean may not be the best average to use to represent this information.”
Do you agree with Nadiya? You must justify your answer.
(1)
Question 28
Here is a rectangle.
All measurements are in centimetres.
The area of the rectangle is 48 cm2.
Show that y = 3
(4)
Question 29
Brogan needs to draw the graph of y = x2 + 1
Here is her graph.
Write down one thing that is wrong with Brogan’s graph.
(1)
Question 30
In a sale, the normal price of a book is reduced by 30%. The sale price of the book is £2.80
Work out the normal price of the book.
(2)
The paper as printed
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