📊 Hexadecimal to Decimal Converter

Use this hexadecimal to decimal converter to instantly transform hexadecimal numbers into their decimal equivalents. Simply enter a hexadecimal value, and this tool will provide an accurate decimal representation.

Decimal representation will appear here…

📌 What is a Hexadecimal Number?

The **hexadecimal number system** is a base-16 numeral system that uses sixteen symbols: **0-9 and A-F**. It is widely used in computing and digital electronics.

Example: The hexadecimal number **1A** is represented as **26** in decimal.

📌 Methods to Convert Hexadecimal to Decimal

Positional Notation Method: Multiply each digit by 16 raised to its position index and sum the values.
Direct Conversion: Use a hexadecimal chart to replace each digit and sum their decimal equivalents.
Using Built-in Functions: Many programming languages provide built-in functions for conversion.

📌 Examples of Hexadecimal to Decimal Conversion

Method	Example	Solution
Positional Notation	2F	(2×16¹) + (15×16⁰) = 32 + 15 = 47
Direct Conversion	7B	7 × 16 + 11 = 123
Built-in Functions	FF	parseInt(“FF”, 16) = 255

❓ FAQs

Q1: How do I convert a hexadecimal number to decimal?
✅ Use positional notation, direct conversion, or programming functions.

Q2: Why is hexadecimal used in computing?
✅ Hexadecimal is used because it represents binary values more compactly.

Q3: Can I convert large hexadecimal numbers?
✅ Yes, but ensure accuracy by using structured methods.

Q4: What is the simplest way to verify conversion?
✅ Convert the decimal back to hexadecimal and check if it matches.

Q5: Is there a limit to hexadecimal conversion?
✅ No, but large numbers may require higher computing precision.