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Base Conversion Table

Convert any number to binary, octal, decimal, and hexadecimal simultaneously.

Binary (Base 2)Base 2

0b11111111

Octal (Base 8)Base 8

0o377

Decimal (Base 10)Base 10

255

Hexadecimal (Base 16)Base 16

0xFF

Bit Information

Bits: 8Bytes: 1
11111111

Range Table (0–15)

Decimal (Base 10)Binary (Base 2)Octal (Base 8)Hexadecimal (Base 16)
0000000
1000111
2001022
3001133
4010044
5010155
6011066
7011177
81000108
91001119
10101012A
11101113B
12110014C
13110115D
14111016E
15111117F

About this tool

The Base Conversion Table is a quick-reference tool for translating numbers between binary (base 2), octal (base 8), decimal (base 10), and hexadecimal (base 16). While each numbering system represents quantities identically, they use different digit sets and conventions—binary is essential for understanding hardware and logic gates, octal simplifies large binary sequences, decimal is our everyday standard, and hexadecimal is favored in memory addressing, color codes, and cryptography.

Enter any number in the input field (in decimal, binary, octal, or hexadecimal format) and the tool instantly displays its equivalent in all four bases. A visual reference table showing conversions for 0 through 15 appears below, making it easy to spot patterns and verify your results. The tool also calculates and displays the bit length, byte count, and a visual bit representation, helping you understand how many bits are needed to store your number.

This tool is invaluable for programmers working with low-level code, students learning data representation, and anyone decoding memory addresses or color palettes. By seeing all four bases side by side, you gain intuition for how different systems relate to each other, making mental conversions faster over time.

Frequently Asked Questions

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