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Data Structures & Algorithms
Infix Expression: a+b*c/d
What will be the equivalent Postfix expression?
on 10/12/2015 | Category:
Data Structures & Algorithms Interview questions
| Views: 1118 |
Select from following answers:
a b c * d + /
a b c * d / +
a b + c d * /
a b c + d / *
First Character is Alphabet (i.e. 'a'). Display It in Postfix string. (Current Output in Postfix string: a)
Second character is Operator(i.e. '+') and stack is empty, push '+' to stack. (Current Output in Postfix string: a)
Third Character is Alphabet (i.e. 'b'). Display It in Postfix string. (Current Output in Postfix string: ab)
Fourth character is Operator(i.e. '*') and stack has already '+' as the top element of the stack .But '+' has lower precedence than '*' so push '*' to stack(Stack status *+). (Current Output in Postfix string: ab)
Fifth Character is Alphabet (i.e. 'c'). Display It in Postfix string. (Current Output in Postfix string: abc)
Sixth character is Operator(i.e. '/') and stack has already '*+'. Since '*' has a higher precedence than '/', this will be poped out from stack and will be added to Postfix string. Since '/' has higher precedence that '+', hence it will be added to stack (Stack status /+). (Current Output in Postfix string: abc*)
Seventh Character is Alphabet (i.e. 'd'). Display It in Postfix string. (Current Output in Postfix string: abc*d)
Now all characters have been scanned so we must pop the remaining elements from the stack and add it to the Postfix string. So the final Postfix string will be
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