AQA GCSE Maths Paper 1: Non-calculator Foundation November 2020 question paper 8300/1F

Here are some numbers.

Circle the range.

5 11 12 13

Circle the value of the digit 5 in 256 934

5000 500 000 50 50 000

Work out – 2 – 5 Circle your answer.

– 7 – 3 3 7

What is 680 millimetres in centimetres? Circle your answer.

0.68 cm 6.8 cm 68 cm 6800 cm

Work out area of Shape A: area of Shape B Give your answer in its simplest form.

Samir and Dan run a race.

Dan finishes in 130 seconds. Complete the following sentence.

Alice does a sponsored walk. She starts from home on Monday at 8 am She arrives back home 55 hours later. Work out when she arrives back home.

Work out (43 × 8) – (234 ÷ 6)

Here is some information, by ticket type, about the number of people visiting a cinema one week.

How many children visited the cinema?

How many more students than adults visited the cinema?

A bar chart is drawn to show the number of people visiting the cinema one month.

Give one criticism of the bar chart.

Harry will pay income tax if he earns more than £12 500 in a year. After 8 months he has earned a total of £7600 For the rest of the year he earns £1200 each month. Will he pay income tax? You must show your working.

x is a 2-digit whole number. How many digits does the number 10 x have? Circle your answer.

cannot tell 2 3 4

Circle the answer to 50 × 0.2

1 10 100 1000

Work out 3.65 ÷ 5 Give your answer as a decimal.

The Venn diagram shows information about 50 people who are in bands. S = singers G = guitar players

How many of the people are guitar players?

How many of the people are singers but not guitar players?

One of the people is chosen at random. Write down the probability that the person is not a singer and not a guitar player.

Here is a parallelogram.

The parallelogram is translated 4 squares to the left and 3 squares up. Draw the translated parallelogram.

Solve 6 x – 11 = 13

A pyramid has a square base. Each of the four sloping edges has length 10 cm

The total length of all eight edges is 68 cm Work out the area of the square base.

cm 2

The table shows information about how 150 students travel to school.

What fraction of the girls walk to school? Give your answer in its simplest form.

One of the boys is chosen at random. What is the probability that the boy travels to school by bus?

What percentage of the 150 students travel to school by car?

A straight line passes through O and (2, 6)

Circle the equation of the line.

Work out 110% of 80

Work out 21 as a fraction of 12 Circle your answer.

Bags X and Y each contain counters.

P(green counter from X) = P(red counter from Y) Work out the number of green counters in X.

All 35 counters are put into one bag. One counter is picked at random. Work out the probability that the counter is not red.

A and B are scatter graphs.

What type of correlation is shown by each graph? Choose from

All the terms of a geometric progression are positive. The second and fourth terms are shown. ………. 4 ………. 16 Work out the first and third terms.

The first two terms of an arithmetic progression are shown. p 5 p ….. The sum of the first three terms is 90 Work out the value of p.

This formula converts temperature in degrees Fahrenheit (F) to kelvin (K)

A pottery oven is heated to 2192 degrees Fahrenheit. Work out this temperature in kelvin.

The cost of a holiday is £2400 Rana pays a deposit followed by monthly payments, in the ratio

deposit: total of the monthly payments = 3: 5

She makes 6 equal monthly payments. Work out her monthly payment.

Factorise fully 2 x 2 + 6 x

Two wire shapes make an earring. The shapes are a circle with radius 21 mm and a quarter circle.

radius of circle: radius of quarter circle = 7: 2

Show that the radius of the quarter circle is 6 mm

Work out the total length of the wire in the earring. Give your answer in the form a π + b where a and b are integers.

Use trigonometry to work out the size of angle x.

Write 360 000 in standard form.

Write 9.2 × 10^–3 as an ordinary number.