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Binary
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Learning Outcomes Lo1: Recognise Binary Code LO2: Describe how to convert it LO3: Convert numbers in binary
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Starter Video: James May explains binary
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Binary Computers know two things 0 and 1, this is how they work. We program a computer to do things this is us communicating with the computer. There are lots of circuits in a computer and these must be told to be on or off. The computer understands this by: 0 means OFF 1 means ON
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The computers language is Binary.
We need to know the computers language sow e can control it The computers language is Binary. Binary looks like this:
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The computer can only use 0s and 1s So for a computer numbers look like this:
Denary (our numbers) Binary 1 2 10 3 11 4 100 5 101 6 110 7 111 8 1000 9 1001 1010 1011 12 1100
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Denary numbers (our numbers) – keep doubling!
How do we do this? Denary numbers (our numbers) – keep doubling! Make a table like this.. 128 64 32 16 8 4 2 1 To make the number 9, place a 1 under the numbers that you need and a 0 under the numbers that you don’t… 128 64 32 16 8 4 2 1 This is Binary
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So 9 for us, is 00001001 for the computer
128 64 32 16 8 4 2 1 We can forget the first few 0s and our binary number 9 looks like this… 1001
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Use your table to convert these numbers to binary:
3 2 6 10 17 20 42 47 71 146 255
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Answers 3 2 6 10 17 20 42 47 71 146 255 11 10 110 1010 10001 10100 101010 101111
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Is there any number that cant be converted?
Task 2 In pairs, give your partner a number under 255 and see if they can convert it into binary. Is there any number that cant be converted?
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Plenary Two stars and a wish
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