Question: Please help me with the code of this. It is in Python OOP form like there is __init__ or so what. Below are the infix

Please help me with the code of this. It is in Python OOP form like there is __init__ or so what. Below are the infix that must be converted into postfix expressions. Thank you very much.Please help me with the code of this. It is in PythonOOP form like there is __init__ or so what. Below are the

C:\Documents and Settings Admin\Desktop\In2 post.exe WWW-WINFIX TO POSTFIX HHHH Enter the infix expression > A*B/2 C-D Postfix Expression is :: AB*2/CD- CONVERTING INFIX TO POSTFIX EXPRESSION. The method of converting infix expression A+B C to postfix form is: A+B*C Infix Form A+( BC) Parenthesized expression A +(BC*) Convert the multiplication A (BC*)+ Convert the addition ABC* + Postfix form The rules to be remembered during infix to postfix conversion are: 1. Parenthesize the expression starting from left to light. 2. During parenthesizing the expression, the operands associated with operator having higher precedence are first parenthesized. For example in the above expression B *C is parenthesized first before A+B. 3. The sub-expression (part of expression), which has been converted into postfix, is to be treated as single operand. 4. Once the expression is converted to postfix form, remove the parenthesis. Example: Give postfix form for A+[(B+C)+(D+E) *F]/G Solution: Evaluation order is A+{[(BC +) + DE +) 'F]/G} A+{[(BC+) + (DE +F *]/G} A+{[(BC+ (DE+F*+]/G}. A+ [BC +DE+F*+G/] ABC +DE+F*+G/+ Postfix Form Using Infix expression, convert the following into a postfix expression. INFIX (A + B) * C/D+E^ A/B (A+B) + C/DEA A/B (A + B)/C/D.E^ A/B (A + B) - C/D-EAA/B (A+B) +C/DE A/B POSTFIX AB+CD/EAAB/+ AB + CD/EA^* B/+ AB+C/D/EA^*B/ AB + CD/- EAB/- AB + CD/EA^* B/+

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