Hex to Decimal Converter
Free online Hex to Decimal Converter that runs directly in your browser.
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1Enter data
Enter content, paste text or load a file from disk. -
2Click the button
The tool will immediately process your data in the browser. -
3Get the result
Copy the finished text or save the file to your device.
return "Result ready in 0.1s";
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0x, 0b, 0o, color grid
and readability separators (space, _, :, -).
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HEX to Decimal Converter helps you convert any hexadecimal number to decimal in seconds. Just enter the value in HEX format, click the convert button and you immediately receive the result in the known decimal number system, without manual calculations and the risk of error.
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Introduction to HEX to Decimal Conversion
Hexadecimal numbers are commonplace in programming, electronics and system administration, but for many people they remain unintuitive. The decimal system, on the other hand, is the one we use every day in life, finances and basic mathematics. The HEX to Decimal converter combines these two worlds, automatically converts hexadecimal values to decimal and allows you to focus on the logic of your work, not on tedious calculations.
Our tool has been designed so that anyone can use it. You enter a HEX number, click a button, and instantly get a decimal result that you can use in your code, documentation, or analysis.
Hexadecimal and Decimal Basics
To fully understand how the converter works, it's worth recalling how the number systems themselves work. This is not mandatory to use the tool, but it helps a lot in understanding the results.
Decimal System
The decimal system is the base 10 positional system that we use every day. It uses the digits 0 to 9, and each position in the number is a power of 10:
123 (decimal) = 1 * 10² + 2 * 10¹ + 3 * 10⁰ = 100 + 20 + 3
Hexadecimal (HEX)
System hexadecimal has base 16 and uses sixteen symbols:
0 1 2 3 4 5 6 7 8 9 A B C D E F
Where:
- A = 10
- B = 11
- C = 12
- D = 13
- E = 14
- F = 15
Each position in the HEX number is a successive power of 16, for example:
1A (HEX) = 1 * 16¹ + 10 * 16⁰
Why is hexadecimal so popular in in computer science
HEX is a concise way of writing large numbers, which in the binary system consist of many zeros and ones. One hexadecimal digit corresponds to exactly four bits, making it human-readable while still being close to what the computer actually processes.
| System | Example | Length of writing the same number | Main use |
|---|---|---|---|
| Binary | 0001 1010 | 8 characters | Internal representation in the computer |
| HEX | 1A | 2 characters | Programming, addresses, registers |
| Decimal | 26 | 2 characters | Everyday math, displaying values |
With the HEX to Decimal converter, you can quickly switch from a notation convenient for the computer and programmer to a form convenient for analysis, reporting, and decimal calculations.
How the HEX to Decimal converter works step by step
Underneath, the converter performs the exact same calculations that you could do by hand, but it does it instantly and without error.
Step 1. Entering a hexadecimal number
In the form field, enter a number in HEX format, for example:
1AFF2A30x7F(a common entry with a prefix)
The converter can ignore unnecessary prefixes like<