What is the postfix representation of the following infix expression? (A + B) * C – D * E / F

What is the postfix representation of the following infix expression? (A + B) * C – D * E / F Correct Answer A B + C * D E * F / -

Concept:

() has highest precedence

* and / has same precedence while + and – has same precedence

(* and /) and higher precedence than (+, -)

Associativity is left to right:

Explanation:

(A + B) * C – D * E / F

A B + * C – D * E / F

A B + C * – D * E / F

A B + C * D E * / F

A B + C * D E * F /

A B + C * D E * F / –

Related Questions

Given two processes (conversion of postfix equation to infix notation and conversion of prefix notation to infix notation), which of the following is easier to implement?