AQA GCSE Maths Paper 3: Calculator Foundation June 2024 question paper 8300/3F

A village has four bus stops. The bar chart shows information about the people at the bus stops at 3 pm one day.

Two people were at the Football ground bus stop.

Show this information on the bar chart.

How many more people were at the School bus stop than at the Post office bus stop?

Here are four temperatures in degrees C

Write the temperatures in order, starting with the coldest.

Here are the first three terms of a linear sequence.

5 11 17

Write down the next term.

Describe the term-to-term rule.

Luca spends 71p He pays the exact amount with 4 coins.

List the coins he uses.

Complete each statement using one of these symbols.

Here are three solids.

Cube Square-based Cone

How many faces does the cube have?

How many edges does the square-based pyramid have?

How many vertices does the cone have?

Here is a number machine.

Complete the number machine.

Here is a different number machine.

Complete the number machine.

Here is a different number machine.

When x = 5 y = 13 and when x = 10 y = 28

Complete the number machine.

• A pack of pegs costs 40p

• A bar of soap costs £2.20

• A basket costs £7

Dan buys two packs of pegs, one bar of soap and one basket.

What fraction of the total cost is the cost of the basket?

8400 fans go to a rugby match.

6850 of the fans support the Home team. The remaining fans support the Away team.

20% of the Home fans wear a scarf. 2319 of all the fans wear a scarf.

Complete the frequency tree.

Work out the coordinates of B.

Point C is reflected in the line x = 6 to point D.

Work out the coordinates of D.

Liz records the distance of some runs and the time each run takes.

The scatter graph shows some of the information from the table.

Complete the graph by adding the missing label and plotting the two missing points.

Describe the correlation shown in the scatter graph.

Type of correlation

Strength of correlation 6

AB is a straight line.

Is y half of x ? Tick a box.

Show working to support your answer.

Multiply out 3(2 x + 8)

Complete these statements.

Tins of beans are sold in shop A and shop B.

10% reduction in price on all packs

At which shop is it cheaper to buy 20 tins? State how much cheaper.

There are 30 students in a class. 12 of the students have school lunch.

Work out the ratio students having school lunch: students not having school lunch Give your answer in its simplest form.

In a different class students wearing glasses: students not wearing glasses = 3: 8

What fraction of students in this class wear glasses?

The ratio 4: 9 is written in the form 1: n

Work out the value of n.

n =

Here are the first three Patterns in a sequence made up of small squares.

On the grid, draw Pattern 4

The expression for the number of small squares in Pattern n is n² + 4

Work out the least value of n for which the number of small squares is greater than 500

n =

Use Pythagoras’ theorem to work out the value of x. Give your answer as a decimal.

Rick claims most of the flats in his 8-floor building are energy efficient. He samples 45 flats from floors 1 to 5

Give a reason why this sample may not be useful in testing Rick’s claim.

3(x – 1) 3x – 3 is an identity. Tick one box.

Kay hires a digger. The cost per day is

£24.50 for the first 5 days

reduced by 20% for day 6

the same as day 6 for day 7 onwards.

The total cost is £259.70

For how many days did Kay hire the digger? You must show your working.

The front elevation of a cuboid is shown on this centimetre grid.

Draw the side elevation on this centimetre grid.

On Monday, Larrs swims 50 metres in 40 seconds at a constant speed. On Tuesday, Larrs swims 1.5 kilometres.

Assume he swims at the same constant speed as on Monday.

How many minutes does he swim for on Tuesday?

In fact, on Tuesday Larrs swims at a slower constant speed than on Monday.

What does this mean about the number of minutes he swims for on Tuesday? Tick the correct box.

Four people are taking part in a television talent show.

Here are Amy’s marks from the 6 judges.

The pie chart represents the phone vote.

Amy’s total score is found by

4 × the mean of her marks

her percentage of the phone vote

Work out Amy’s total score.

House prices on a street increase by 5.1% each year.

Show that after 14 years the house prices on the street will be at least double.

Town A has a population of 84 000 an area of 7 square miles.

Town B has a population density of 4695 people per square kilometre.

Which town has the greater population density?

Use 1 square mile = 2.6 square kilometres Tick a box.

Show working to support your answer.