Convert the following infix notation to postfix form. ( A / B + C ) / ( D * ( E − F )

The printed expression is missing a closing bracket; taking the evidently intended, balanced expression $(A/B+C)/(D*(E-F))$ and converting using operator precedence and left-to-right scanning with a stack: $(A/B+C) \to A\ B\ /\ C\ +$ $(E-F) \to E\ F\ -$ $(D*(E-F)) \to D\ E\ F\ -\ *$ Combining the two parts with the outer $/$: Postfix: $A\ B\ /\ C\ +\ D\ E\ F\ -\ *\ /$