Computer Science GCES OCR
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Cpu Architecture Performance And Embedded Systems Ocr5 主题
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Primary And Secondary Storage Ocr6 主题
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Data Storage And Compression Ocr12 主题
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Units Of Data Storage Ocr
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Processing Binary Data Ocr
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Data Capacity And Calculating Capacity Requirements Ocr
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Converting Between Denary And Binary Ocr
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Binary Addition Ocr
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Converting Between Denary And Hexadecimal Ocr
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Converting Between Binary And Hexadecimal Ocr
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Binary Shifts Ocr
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Representing Characters Ocr
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Representing Images Ocr
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Representing Sound Ocr
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Compression Ocr
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Units Of Data Storage Ocr
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Networks And Topologies Ocr6 主题
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Wired And Wireless Networks Protocols And Layers Ocr6 主题
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Identifying And Preventing Threats To Computer Systems And Networks Ocr2 主题
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Operating Systems And Utility Software Ocr2 主题
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Ethical Legal Cultural And Environmental Impact Ocr2 主题
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Computational Thinking Searching And Sorting Algorithms Ocr3 主题
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Designing Creating And Refining Algorithms Ocr5 主题
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Programming Fundamentals And Data Types Ocr5 主题
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Additional Programming Techniques Ocr7 主题
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Defensive Design And Testing Ocr6 主题
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Boolean Logic Diagrams Ocr2 主题
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Programming Languages And Integrated Development Environments Ides Ocr3 主题
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The Exam Papers Ocr2 主题
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Structuring Your Responses Ocr3 主题
Units Of Data Storage Ocr
Exam code:J277
Units of Data Storage
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Computers use binary numbers to represent data
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Data such as characters, images and sound must be stored as binary
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The smallest unit of data a computer can store is 1 binary digit, otherwise expressed as 1 bit
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1 bit can only hold one value (21), this is not big enough to store all kinds of data, so computers have different ‘Units of Data’
What are units of data?
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A unit of data is a term given to describe different amounts of binary digits stored on a digital device
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These are the units you need to know for GCSE:
|
Unit |
Symbol |
Binary |
Written as |
Example |
|---|---|---|---|---|
|
Bit |
b |
1 or 0 |
|
|
|
Nibble |
|
4 b |
|
|
|
Byte |
B |
8 b |
|
A single character |
|
Kilobyte |
KB |
1000 B (210) |
Thousand bytes |
A small text file |
|
Megabyte |
MB |
1000 KB (220) |
Million byes |
A music file |
|
Gigabyte |
GB |
1000 MB (230) |
Billion bytes |
A high definition movie |
|
Terabyte |
TB |
1000 GB (240) |
Trillion bytes |
A large hard drive |
|
Petabyte |
PB |
1000 TB (250) |
Quadrillion bytes |
A large data centre |
Examiner Tips and Tricks
Binary only contains two digits (1 and 0) so technically larger multiples would be calculated as 2number of bytes
For example, a kilobyte is 210 = 1024 bytes not 1000 bytes
In GCSE we approximate all larger units of storage as multiples of 1000 to make calculations easier
Converting between units
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It is often a requirement of the exam to be able to convert between different units of data, for example bytes to megabytes (larger) or kilobytes to bytes (smaller)
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This process involves division, moving up in size of unit and multiplication, moving down in size of unit
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When dealing with all units bigger than a byte we use multiples of 1000
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For example, 2000 kilobytes in megabytes would be 2000 / 1000 = 2 MB and 2 terabytes in gigabytes would be 2 * 1000 = 2000 GB
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When dealing with bits and bytes the same process is used with the value 8 as there are 8 bits in a byte
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For example, 24 bits in bytes would be 24 / 8 = 3 B and 10 bytes in bits would be 10 * 8 = 80 b
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|
Unit |
|
|---|---|---|
|
Multiply by 8 ⇑ |
Bit |
Divide by 8 ⇓ |
|
Byte |
||
|
Multiply by 1000 ⇑ |
Kilobyte |
Divide by 1000 ⇓ |
|
Megabyte |
||
|
Gigabyte |
||
|
Terabyte |
||
|
Petabyte |
Worked Example
Computers represent data in binary form.
Tick one box in each row to identify the binary unit equivalent of each of the given file sizes [4]

Answer

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