Welcome to Ur Engineering Friend’s Infix to Postfix Converter! This tool is designed to help diploma and engineering students practice the conversion of mathematical expressions from infix notation (which we typically write, like A + B) to postfix notation (also known as Reverse Polish Notation), a key concept in data structures and algorithms.

Why Use This Tool?

Understanding how to convert infix expressions to postfix is essential for mastering how computers evaluate complex mathematical expressions, stack operations, and compilers. With this interactive tool, you can:

• Input any valid infix expression (including operators like +, -, *, /, and ^).
• See the step-by-step conversion from infix to postfix with a detailed explanation of each step.
• Learn how stack operations work in real time.
• Practice as much as you want and improve your proficiency with postfix conversion.

How It Works:

1. Enter an infix expression in the input box (e.g., (A+B)*(C-D)).
2. Click the Convert button.
3. The tool will generate a step-by-step breakdown, showing the stack operations and how the postfix expression is built from the input.