Hex Calculator

Hex Calculator – Quickly perform hexadecimal addition, subtraction, multiplication, division, and convert between hex, decimal, binary, and octal systems for programming, math, and engineering tasks.

Hex  Calculator Hex Calculator

Hexadecimal Calculation
Convert Hexadecimal to Decimal
Convert Decimal to Hexadecimal

Description

🔷 Hex Calculator – Work with Hexadecimal Numbers Easily

The Hex Calculator allows you to perform calculations using the hexadecimal number system (base-16). It’s widely used in programming, computer science, and digital electronics for working with memory addresses, color codes, and low-level data.


📘 What It Calculates:

  • Hexadecimal Addition (e.g., A + 5 = F)

  • Hexadecimal Subtraction (e.g., F − 7 = 8)

  • Hexadecimal Multiplication (e.g., A × 3 = 1E)

  • Hexadecimal Division (e.g., 1E ÷ 2 = F)

  • Conversions between hexadecimal, decimal, binary, and octal


💡 Features:

  • Easy input using digits 0-9 and letters A-F

  • Instant and accurate hexadecimal calculations

  • Supports conversion to/from decimal, binary, and octal

  • Step-by-step results for better understanding

  • Useful for programmers, engineers, and students


👤 Who Should Use This:

  • 📌 Programmers & developers working with memory addresses and data

  • 📌 Computer science students learning hexadecimal math

  • 📌 Electronics engineers designing circuits and digital systems

  • 📌 Anyone working with color codes or low-level computing


✅ Pro Tip:

Hexadecimal numbers use base-16, so digits go from 0–9 and letters A–F. Converting large hex numbers to decimal first can simplify calculations.


🔗 Related Tools You May Find Helpful:

A Hex Calculator is a tool used to perform arithmetic and conversions with hexadecimal numbers (base 16).

Hexadecimal (hex) is a base-16 system using digits 0–9 and letters A–F to represent values 10–15.

Hex is compact, easy to read, and maps directly to binary, making it useful for memory addresses, color codes, and low-level programming.

It can perform addition, subtraction, multiplication, division, and conversions to/from binary, decimal, or octal.

Divide the decimal number repeatedly by 16, recording remainders, and read them in reverse. Example: 255 ÷16 = 15 remainder 15 → FF.