Consider a stack π and a queue π. Both of them are initially empty and have the
capacity to store ten elements each. The elements 1, 2, 3, 4, and 5 arrive one by one,
in that order. When an element arrives, it is assigned either to π (pushed on π ) or
to π (enqueued to π). Once all the five elements are stored, the output is generated
in two steps. First, stack S is emptied by popping all elements. Then queue π is
emptied by dequeueing all elements. The output obtained by following this process
is 4 3 1 2 5 .
Given the output, the objective is to predict whether an element was assigned to π
or π.
Which of the following options is/are possible valid assignment(s) of the
elements?
Note: In the options, the notation π₯π denotes that element π₯ was assigned to π and
π¦π denotes that element π¦ was assigned to π.