dont use answers show your step by step solution pleasewill leave you feedback!Thank you!! ### Exercise 2: Postfix to Prefix Conversion Using Stacks**Task:** Convert the following expression from postfix notation to prefix notation using stacks.**Postfix Expression:** `c 5 ^ d 3 ^ / e 4 ^ -`### ExplanationTo convert a postfix expression to a prefix expression using stacks, follow these steps:1. **Initialize an Empty Stack:** Start with an empty stack.2. **Scan from Left to Right:** Traverse the postfix expression from left to right.3. **Operands:** Whenever you encounter an operand (e.g., `c`, `5`, `d`, `3`, `e`, `4`), push it onto the stack.4. **Operators:** When you encounter an operator (e.g., `^`, `/`, `-`), pop the required number of operands from the stack, apply the operator, and push the resulting expression back onto the stack in prefix form.### Detailed Steps:- **Step 1:** `c` is an operand, push it onto the stack. Stack: [`c`]- **Step 2:** `5` is an operand, push it onto the stack. Stack: [`c`, `5`]- **Step 3:** `^` is an operator, pop two operands (`c`, `5`), create the expression `^ c 5`, and push it back. Stack: [`^ c 5`]- **Step 4:** `d` is an operand, push it onto the stack. Stack: [`^ c 5`, `d`]- **Step 5:** `3` is an operand, push it onto the stack. Stack: [`^ c 5`, `d`, `3`]- **Step 6:** `^` is an operator, pop two operands (`d`, `3`), create the expression `^ d 3`, and push it back. Stack: [`^ c 5`, `^ d 3`]- **Step 7:** `/` is an operator, pop two operands (`^ c 5`, `^ d 3`), create the expression `/ ^ c 5 ^ d 3`, and push it back. Stack: [`/ ^ c 5 ^ d 3`]- **Step 8:** `e` is an operand, push it onto the stack. Stack: [`/ ^ c 5 ^ d

Answered: 2. Convert the following from postfix…

Engineering

Computer Science

2. Convert the following from postfix to prefix using stacks: c 5 ^ d 3 ^ / e 4 ^ -

C++ Programming: From Problem Analysis to Program Design

8th Edition

ISBN:9781337102087

Author:D. S. Malik

Publisher:D. S. Malik

Chapter18: Stacks And Queues

Section: Chapter Questions

Problem 1TF

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