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New
New
Year 10
AQA

Why do computers use binary?

I can explain why computers use binary to represent all data and instructions.

icon-background-square
New
New
Year 10
AQA

Why do computers use binary?

I can explain why computers use binary to represent all data and instructions.

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Lesson details

Key learning points

  1. Computers use binary to represent all data and instructions.
  2. Binary is a number system consisting of 1s and 0s.
  3. Binary can be represented by two-state electrical signals within circuits.
  4. A transistor that is “on” represents a 1; a transistor that is “off” represents a 0.

Keywords

  • Data - raw facts, such as numbers or text, presented without any meaning

  • Binary - a number system that uses the digits 0 and 1 to represent data

  • Instruction - directions on how to carry out a specific task

  • Transistor - a tiny electronic switch controlled by electricity.

Common misconception

Computers use binary for data and instructions but they can use other number systems just as easily.

Computers have to use binary as they are powered by electrical circuits which contain transistors which can be switched on and off using electricity. Using other number systems would require more complex circuitry.


To help you plan your year 10 computer science lesson on: Why do computers use binary?, download all teaching resources for free and adapt to suit your pupils' needs...

When getting students to think about the number of possible combinations it is useful for them to write out each possible combination in a table. This will also help when they start binary conversions later in the unit.
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equipment-required

Equipment

Pupils do not require any specific equipment for this lesson.

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Licence

This content is © Oak National Academy Limited (2025), licensed on Open Government Licence version 3.0 except where otherwise stated. See Oak's terms & conditions (Collection 2).

Lesson video

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6 Questions

Q1.
People may write a message for a number of reasons. Which of these is NOT a reason to write a message?
to send information across a long distance
to share knowledge
to tell a lot of people something at the same time
Correct answer: to forget what is in the message
Q2.
Written messages can appear in many forms. Put these forms of writing into date order, from oldest to most recent.
1 - Egyptian hieroglyphs
2 - handwriting using the alphabet
3 - electronic writing using a computer
Q3.
A computer can store and instructions.
Correct Answer: data, ata
Q4.
Select all the ways that a light bulb can appear.
Correct answer: on
Correct answer: off
both on and off at the same time
Q5.
What is the next number in this sequence: 1, 2, 4, 8…?
Correct Answer: 16, sixteen
Q6.
What does the word 'binary' mean?
one
Correct answer: two
ten
many

6 Questions

Q1.
Match the words to the correct description.
Correct Answer:binary,a number system that uses the digits 0 and 1 to represent data
tick

a number system that uses the digits 0 and 1 to represent data

Correct Answer:data,raw facts, like numbers or text, presented without context or meaning
tick

raw facts, like numbers or text, presented without context or meaning

Correct Answer:instructions,directions on how to carry out a specific task
tick

directions on how to carry out a specific task

Correct Answer:transistor,a small electronic switch controlled by electricity
tick

a small electronic switch controlled by electricity

Q2.
Why do computers use binary?
Binary allows messages to be encoded so hackers can’t read them.
It is the easiest language to program in.
Correct answer: Electrical circuits use transistors that can be switched on and off.
Computers only deal with numbers.
Q3.
What types of data can be represented by binary when stored on a computer?
Correct answer: video
emotion
light
Correct answer: sound
Q4.
If 1001 represents on, off, off, on, what does 01 represent?
Correct Answer: off, on, off on
Q5.
Write the binary number that would represent off, on, on, off, off, on, off, on. You don’t need any spaces or punctuation.
Correct Answer: 01100101
Q6.
Five binary digits allow 32 combinations, six binary digits allow 64 combinations. How many combinations can we represent with eight binary digits?
128
Correct answer: 256
512
1024