Infix to Postfix Conversion In an infix expression, operators appear between operands, e.g., 3 * log(100) + sin^2(90). The program converts this to postfix notation, where operators appear after their ...

An algorithm to convert infix expression into a postfix expression using “stack”. the purpose of stack is to reverse the order of the operators in the expression as it is used to hold operators rather ...

Postfix (Reverse Polish) Notation: Operators are written after operands A B - C + == (A - B) + C Infix Notation: The standard notation we use where the operator is between the operands. Prefix (Polish ...