Advanced hex conversion tool built for precision and reliability. Instantly process single, multiple, signed, or custom bit values. Visualize positional weights, validation messages, and interpretation steps clearly. Export results instantly to CSV or downloadable PDF. Perfect for coding, networking, electronics, exams, and documentation tasks.
| # | Hex Value | Decimal Value | Mode | Bits | Notes |
|---|---|---|---|---|---|
| No conversions yet. Perform a conversion to populate this table. | |||||
| Hex | Decimal (Unsigned) | Decimal (Signed 8-bit) | Description |
|---|---|---|---|
| 0x7F | 127 | 127 | Maximum positive value for 8-bit signed integer. |
| 0x80 | 128 | -128 | Minimum negative value for 8-bit signed integer. |
| FF | 255 | -1 | All bits set in 8-bit representation. |
| 1A3F | 6719 | 6719 | Typical 16-bit hexadecimal value. |
| FFFF | 65535 | -1 (16-bit signed) | All bits set for 16-bit integer. |
Hexadecimal is a base 16 numbering system using sixteen symbols: 0–9 and A–F. It is widely used in computing to represent binary values more compactly and readably.
Each hex digit corresponds to exactly four binary bits, forming a clean mapping. This makes hex ideal for memory addresses, machine code, colors, and debugging.
Decimal is the standard base 10 system used in everyday arithmetic. Each position represents a power of ten, using digits 0 through 9.
Computers work internally with binary, but humans prefer decimal. Converting hex to decimal connects machine-level values with human-readable numbers.
Remove any 0x prefix, then write the remaining hex digits. Starting from the rightmost digit, assign powers of sixteen: 16⁰, 16¹, 16², and so on.
Replace each hex digit with its decimal value (A=10, B=11, ..., F=15). Multiply each value by its power of sixteen, then sum all partial results carefully.
Example: 2F = 2×16¹ + 15×16⁰ = 32 + 15 = 47. The calculator automates these steps and displays them in the steps box.
For hex digits Hₙ₋₁...H₁H₀, decimal value is: H₀×16⁰ + H₁×16¹ + ... + Hₙ₋₁×16ⁿ⁻¹.
Example: 1A3F = 1×16³ + 10×16² + 3×16¹ + 15×16⁰ = 4096 + 2560 + 48 + 15 = 6719.
Example: FF = 15×16¹ + 15×16⁰ = 240 + 15 = 255, the maximum 8-bit unsigned value.
Below is a scrollable reference table mapping decimal values 0–65535 to hexadecimal codes 0000–FFFF for quick lookups.
| Decimal | Hex |
|---|
Each hexadecimal digit contributes its decimal value times a power of sixteen. Summing all such contributions yields the equivalent decimal representation.
Example: 1A3F uses four positions with weights 4096, 256, 16, and 1. Multiply each digit, then add them to get 6719.
FF or 0x1A3F into the single converter.Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.