find the postfix of the expression: a-b*c/d+[e+f/g]
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Answer:
Infix: (a+b)*(c+d)
Prefix:
(a+b) = +ab, (c+d) = +cd
(a+b)*(c+d) = *+ab+cd
Post fix:
(a+b) = ab+, (c+d) = cd+
(a+b)*(c+d) = ab+cd+*
Infix: ((A+B)*C-(D-E)^(F+G))
Prefix:
(A+B) = +AB, (D-E) = -DE, (F+G) = +FG
(A+B)*C = *+ABC, (D-E)^(F+G) = ^-DE+FG
((A+B)*C-(D-E)^(F+G)) = -*+ABC^-DE+FG
Post fix:
(A+B) = AB+, (D-E) = DE-, (F+G) = FG+
(A+B)*C = AB+C*, (D-E)^(F+G) = DE-FG+^
((A+B)*C-(D-E)^(F+G)) = AB+C*DE-FG+^-
Explanation:
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