Binary Lesson 1

Binary Basics: Understanding Numbers in Computing
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Slide 1: Slide
ComputingLower Secondary (Key Stage 3)

This lesson contains 29 slides, with interactive quizzes and text slides.

time-iconLesson duration is: 50 min

Items in this lesson

Binary Basics: Understanding Numbers in Computing

Slide 1 - Slide

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Do now: Can you count to 31 using one hand? You can only use each finger once.
How could you do this?

Slide 2 - Open question

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Counting to 31 with one hand 
We can count to 31 using one hand by giving different values to each of our fingers. When we add all of these values together we get 31. 

Slide 3 - Slide

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Learning Objectives
Strengthening: Understand the purpose of denary and binary, 

Excelling: interpret the binary number line and convert between denary and binary.

Slide 4 - Slide

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What is Denary?
Denary, or decimal, is called a base-10 number system. 
  • It uses the digits 0-9. It's the most common system for everyday counting and arithmetic

  • We use 0-9 to make every other number that exists.
  • 127
  • 1024

Slide 5 - Slide

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What is Binary?
Binary is a base-2 number system. It uses only two digits:

  • What could those digits be? 

  • Hint: Computers run on electricity. electricity can only be on or off










Slide 6 - Slide

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What is Binary?
Binary is a base-2 number system. It uses only two digits: 

  • We use 1 and 0 in binary.

  • 1 means on and 0 means off.

  • These are the only 2 numbers we are allowed to use. 










Slide 7 - Slide

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Which of these is an example of a denary number?
A
1010101
B
101010101
C
01010101
D
127

Slide 8 - Quiz

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Which of these is an example of a Binary number?
A
10101031010
B
1010120102
C
01010101
D
127

Slide 9 - Quiz

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What digits to denary numbers use
A
1 and 2
B
0 to 9
C
10 to 20
D
1 to 10

Slide 10 - Quiz

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Which 2 numbers do we use in binary?
A
1 and 2
B
9 and 10
C
0 and 1
D
5 and 6

Slide 11 - Quiz

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Binary Number Line

The binary number line is very different to how we normally count. 
  • Here is the full binary number line. 



  • You can see we double each time we move forward. 

Slide 12 - Slide

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How do we change denary numbers to binary?
Computers do not understand the numbers we use, they have to be changed so the computer can understand them. 


Slide 13 - Slide

Pre-watch the video to help. the students will then have a go at some simple conversions. 
Make the number 3 in binary.

Slide 14 - Drag question

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Make the number 9 in binary.

Slide 15 - Drag question

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Make the number 13 in binary.

Slide 16 - Drag question

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Make the number 7 in binary.

Slide 17 - Drag question

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Make the number 10 in binary.

Slide 18 - Drag question

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What is the number 2 in binary?
A
0001
B
0010
C
1111
D
0000

Slide 19 - Quiz

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What is the number 15 in binary?
A
0001
B
0010
C
1111
D
0000

Slide 20 - Quiz

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What is the number 12 in binary?
A
1100
B
0001
C
1111
D
0011

Slide 21 - Quiz

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Why do we convert into binary?
A
To shorten the number
B
Its the only way the computer can understand numbers.
C
To test our skills.
D
To save time.

Slide 22 - Quiz

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Larger number 
Computers have to deal with very large numbers all of the time. so we extend the number line by doubling the numbers. 

Slide 23 - Slide

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Make the number 20 in binary.

Slide 24 - Drag question

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Make the number 46 in binary.

Slide 25 - Drag question

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Make the number 103 in binary.

Slide 26 - Drag question

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Make the number 255 in binary.

Slide 27 - Drag question

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Converting back
The computer will also convert the numbers back again on our screens so we can understand them. 

Slide 28 - Slide

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Binary bulbs 

Slide 29 - Slide

If need a game on the board for conversion, to could use this to test knowledge, award points, ask kids to come up to the board, or play by themselves.