The smallest unit of data in computing is a bit (binary digit) — it holds a single 0 or 1. Bits are grouped together into larger units:
| Unit | Abbreviation | Number of bits |
|---|---|---|
| Bit | b | 1 |
| Nibble | — | 4 |
| Byte | B | 8 |
A byte can store 2⁸ = 256 different values (0–255).
Each step up the ladder multiplies by 1024 (which is 2¹⁰). This is because computers are binary — 1 KB = 2¹⁰ bytes = 1024 bytes.
To convert down (e.g. GB → MB): multiply by 1024.
To convert up (e.g. MB → GB): divide by 1024.
| Question | Working | Answer |
|---|---|---|
| 2 GB in MB? | 2 × 1024 | 2048 MB |
| 3072 KB in MB? | 3072 ÷ 1024 | 3 MB |
| 0.5 TB in GB? | 0.5 × 1024 | 512 GB |
| How many bits in 4 bytes? | 4 × 8 | 32 bits |
| Unit | Typical real-world example |
|---|---|
| 1 byte | One ASCII character (e.g. 'A') |
| ~1 KB | A short plain text email |
| ~1 MB | A small photo or one MP3 second |
| ~1 GB | A feature film (compressed) |
| ~1 TB | About 1000 feature films or 250,000 photos |
For many file size calculations in the AQA spec, the formula is:
File size = number of items × size per item
For example, a text document with 5000 characters encoded in ASCII (1 byte per character) would be 5000 × 1 byte = 5000 bytes ≈ 4.9 KB.
8 questions · 14 marks
| Term | Definition |
|---|
Timed exam conditions.