AQA GCSE Maths Paper 1: Non-calculator Foundation June 2025 question paper 8300/1F

Write down the next number in the sequence

1 4 7 10

Write down the next number in the sequence

2 4 8 16

Write down the next number in the sequence

20 14 8 2

Work out 3 × (– 6)

Here is a card from a game.

Write down the number from the card that is a multiple of 5

Write down the number from the card that is a factor of 40

Write down the number from the card that is a prime number.

Write down the number from the card that is a square number.

The pictogram shows information about the endings of street names in a town. The key is missing.

In the town, there are 48 street names ending in Close.

How many street names end in Avenue ?

Ola and Pip make orange paint by mixing red paint and yellow paint. The graph shows how much of each colour paint to use.

Ola uses 5 litres of yellow paint.

Write down how much red paint Ola uses.

Pip uses 10 litres of yellow paint.

How much orange paint does Pip make ?

A number is divided by 8 The answer is 43 remainder 5

Work out the number.

Quin buys 200 toys for £4 each. He sells the toys for £5 each.

What is the least number of toys he must sell to make a profit?

Vinyl records cost £25 each.

Offer Buy one and get another for half price

Arif wants to buy two vinyl records. He saves £8 every Saturday.

Assume the offer is permanent.

How many Saturdays does Arif need to save for? You must show your working.

In fact, the offer is only for 1 week and there are no new offers.

What does this mean about the number of Saturdays he needs to save for? Tick one box.

Here is a list of ingredients for lentil soup.

How many grams of lentils are needed to make this soup for 10 people?

Numbered discs are in two boxes.

Box A Box B

Work out the ratio

total value of the numbers in Box A: total value of the numbers in Box B

Give your answer in its simplest form.

One disc is picked at random from Box A. Write down the probability that the number on the disc is greater than 6

Work out the value of 2(a 2 + 3 a) when a = 4

In this question use a pair of compasses. The line shown is the diameter of a circle, centre X.

Draw the circle.

One day,

a company runs 240 trains

of these trains are late.

The company is charged £350 for each late train.

How much is the company charged that day?

Hot drinks are sold at a station in the ratio

tea: coffee: hot chocolate = 3: 5: 2

2600 hot drinks are sold.

How many coffees are sold?

MN is a straight line.

Work out the value of x.

By rounding each number to 1 significant figure, estimate the value of

You must show your working.

Is your answer to part (a) an overestimate or an underestimate? Tick one box.

Give a reason for your answer.

A sphere has diameter 20 cm

Show that the radius of the sphere is 10 cm

The volume of a sphere is r³ where r is the radius. Work out the volume of a sphere with diameter 20 cm Give your answer in terms of

d represents the number of days to complete a job.

w represents the number of workers needed.

Assume the job needs completing in 20 days.

How many workers are needed?

In fact, the job needs completing in fewer than 20 days.

What does this mean about the number of workers that are needed? Tick one box.

A chord is drawn on a circle. Which statement is correct? Tick one box.

A metal solid has volume 11 cm³

Work out the mass of the solid.

The table shows information about the marks of students in a test.

Tick one box for each statement.

Work out 0.6 ÷ 100 Give your answer in standard form.

Work out 40 × 30 × 10 5 Give your answer in standard form.

Here is a cuboid.

Complete the drawing of the net on the centimetre grid.

330 students from Year 10 and Year 11 take part in a competition.

number of students in Year 10: number of students in Year 11 = 1: 2

125 students win a medal.

73 of the students who win a medal are in Year 11

Complete the frequency tree.

Give your answer as a fraction.

Which of these values of x gives the greatest value of y ? Circle your answer.

Circle the value of sin 90 °

The area of the rectangle is 120 cm²

Work out the value of x.

x =