AQA GCSE Maths Paper 3: Calculator Foundation June 2019 question paper 8300/3F

Circle the value of the digit 2 in the answer to 5200 ÷ 10

2 20 200 2000

Solve x – 8 = 5 Circle your answer.

x = –13 x = –3 x = 3 x = 13

Circle the fraction that is equal to 2

Circle the expression which means x divided by y

Put these numbers in order from smallest to largest.

Josh downloads album A. A has 11 tracks. Each track on A costs the same. The total cost of downloading A is £8.80

Josh also downloads album B. B has 14 tracks.

Work out the total cost of downloading B. Assume each track costs the same as a track on A.

In fact, compared to the cost of each track on A the cost of 6 tracks on B is more by 5p each the cost of 8 tracks on B is less by 5p each.

What does this tell you about your answer to part (a)? Tick one box.

Give a reason for your decision.

The pictogram shows information about the houses in a street. Each house has 3, 4 or 5 bedrooms.

In total, how many bedrooms do these houses have?

Four positive whole numbers add up to 84 One of the numbers is a multiple of 17 The other three numbers are equal.

What are the four numbers?

Jim wants to buy 10 rolls of wallpaper. He sees these prices.

What is the cheapest price for 10 rolls?

In rectangle ABCD triangle ABE is equilateral triangle CDE is isosceles, with CE = DE

Work out the size of angle x.

Complete the number machine.

Write down the output y in terms of x.

The first four triangular numbers are 1, 3, 6, 10 Circle the next triangular number.

14 15 16 19

Write down all the prime numbers between 40 and 50

In this question use 1 cubic foot = 6.23 gallons 1 cubic foot = 0.028 cubic metres

Convert 3115 gallons into cubic metres.

Circle the correct statement.

Which shape must have rotational symmetry? Circle your answer.

isosceles triangle trapezium kite parallelogram

A shop sells ice creams. Each ice cream has two scoops.

The possible flavours are vanilla (V), strawberry (S), chocolate (C) and mint (M). The two scoops can be the same flavour or different flavours.

List all the possible options for the two scoops.

In one hour the shop sells 180 scoops of ice cream. The number of scoops of each flavour is shown in the table.

Complete the pie chart to represent the data.

Simplify fully 3a² + 7a + 3 – a² + 8a – 4

Factorise fully 24y² – 20y

Solve x² = 196

To the nearest pound, Jon has £9 To the nearest 50p, Ellie has £6.50

Work out the maximum possible total amount of money.

Here is a formula.

Work out T when n = 5

Why is T always positive when n is negative?

In one hour a machine can make 600 nuts or 720 bolts.

At 3 pm the machine starts working. It makes 900 nuts and then changes to making bolts.

How many bolts will the machine make by 8 pm?

Two solids, J and K, have the same density.

Complete the table. Include units in your answers.

Towns P, Q and R are connected by roads PQ, PR and QR.

PR is 10 km longer than PQ. QR is twice as long as PR. The total length of the three roads is 170 km

Work out the length of PQ.

Mia wants to borrow £6000 and repay it, with interest, after two years. She sees two offers for loans.

Mia says, “I will pay back the same amount because the average of 1% and 5% is 3%”

Is she correct? You must show your working.

A straight line has gradient 4 and passes through the point (5, 23)

Work out the equation of the line. Give your answer in the form y = mx + c

Two sides of a triangle have lengths 13 cm and 27 cm

Which of these is a possible length of the other side? Circle your answer.

13 cm 14 cm 27 cm 40 cm

Here is a right-angled triangle.

Use trigonometry to work out the size of angle x.