Edexcel GCSE Maths Paper 2: Calculator Foundation June 2023 question paper 1MA1/2F

Write 6184 correct to the nearest hundred.

Write 0.7 as a fraction.

Change 9 metres into centimetres.

Simplify 3 × 4t

Here is a list of numbers. 20 40 60 80 100 One of these numbers is a multiple of 25 Which number?

Shari has a fair ordinary dice. She rolls the dice once.

On the probability scale, mark with a cross () the probability that Shari gets the number 7

On the probability scale, mark with a cross () the probability that Shari gets an even number.

Here is a triangle. The triangle is accurately drawn.

Measure the length of AC.

Measure the size of angle B.

Here is a different triangle.

QP = QR

Write down the mathematical name of this triangle.

The diagram shows three motorway service stations P, Q and R on a map.

The map has a scale of 1 cm = 4 km. Work out the real distance from P to R.

Here are the first five terms of a sequence. 3 8 13 18 23

Write down the next term of this sequence.

Write down the ratio of the second term to the fourth term. Give your ratio in its simplest form.

This graph can be used to find the cost of parking a car in a car park for up to 12 hours.

Use the graph to find the cost of parking a car for 4 hours.

Justin drives into the car park at 08 00 in the morning. When he drives out of the car park he has to pay £9

At what time does Justin drive out of the car park?

The table shows information about the weights of the people in a hotel lift.

Show that the total weight of the people in the lift is less than 1200 kg.

Shape A is reflected in a mirror line to give shape B.

On the grid, draw the mirror line.

Alex is asked to reflect shape P in the x-axis. Here is the diagram Alex draws.

Explain the mistake Alex has made.

13There are 50 teachers in a school. This is of the total number of people in the school. Work out the total number of people in the school.

Packets of sweets are put into boxes.

Packet Box Each packet is a cuboid, 80 mm by 60 mm by 20 mm. Each box is a cuboid, 72 cm by 48 cm by 24 cm. Work out the greatest number of packets that can be put into each box.

Here is a fair ordinary dice and a fair 8-sided spinner.

Charlie throws the dice once and spins the spinner once. Is Charlie more likely to get a number less than 3 on the dice or a number greater than 5 on the spinner? You must show all your working.

Paulo drives at an average speed of 56 km / h for 1 hour 45 minutes. Work out the distance Paulo drives.

There are 3 cinemas A, B and C. The mean number of seats per cinema is 380 There are 350 seats in cinema A. There are 250 seats in cinema B. Work out the number of seats in cinema C.

Asha buys 180 cans of cola. The cans are sold in packs. There are 12 cans in each pack. Each pack costs £3

Work out the total cost of the cola Asha buys.

Ethan buys a box of 24 cans of lemonade for £7 There are 330 ml of lemonade in each can.

Work out the cost of 100 ml of lemonade. Give your answer correct to the nearest penny.

240 people work at a factory. Of these people 150 have a car 110 have a bicycle 65 of the people who have a bicycle do not have a car.

Use this information to complete the frequency tree.

What percentage of the 150 people who have a car also have a bicycle?

Write down all the figures on your calculator display.

Work out the value of the reciprocal of 0.625

Write 60 as a product of its prime factors.

There are 48 counters in a bag. There are only red counters and blue counters in the bag. number of red counters: number of blue counters = 1: 2 Helen has to work out how many red counters are in the bag. She says, “There are 24 red counters in the bag because 1 is half of 2 and 24 is half of 48” Is Helen correct? You must give a reason for your answer.

23–2 ≤ n < 5 n is an integer.

Write down the greatest possible value of n.

On the number line below, show the inequality –4 m < 1

Here is a triangle and a rectangle.

All measurements are in centimetres. The area of the triangle is 10 cm² greater than the area of the rectangle. Work out the value of x.

Last year a family recycled 800 kg of household waste. 57% of this waste was paper and glass. weight of paper recycled: weight of glass recycled = 12: 7 Calculate the weight of glass the family recycled.

A number, d, is rounded to 1 decimal place. The result is 12.7 Complete the error interval for d.

Tamsin buys a house with a value of £150 000 The value of Tamsin’s house increases by 4% each year. Rachel buys a house with a value of £160 000 The value of Rachel’s house increases by 1.5% each year. At the end of 2 years, whose house has the greater value? You must show how you get your answer.

Here are five graphs.

The table shows the equations of these graphs.

Match the letter of each graph with its equation.