ans in 10 min Two stacks S1 and S2 are to be stored in a single array A[1:n], withPushS1 (x) and PushS2 (x) handling their respective push operations withregard to element x and PopS1 (x) and PopS2 (x) handling their respective popoperations, with the output variable x indicating the element popped out from thestack. Let TopS1 and TopS2 be their respective top-of-stack variables. The stacksshare their storage space in such a way that their respective bottom of stacks arepositioned in the middle of the array, as shown in Figure P4.1, and the stacks growin the opposite directions.Array A:[1][2][3]...Stack S₁... [[n/2]][[n/21+1] [n-2] [n-1] [n]Bottom ofStack S₁...PopS1 (w)PopS2 (y)PushS1 (y)PushS2 (w)PopS2 (y)PopS2 (w)Stack S₂Bottom ofStack S₂Figure P4.1. Two stacks are stored in a single array A withthe bottom of stacks positioned in the middle of the arrayi) For n = 5, if S1 = {a, b} and S2 = {m, n}, how would array A look after all ofthe elements of stacks S1 and S2 were pushed into it invoking PushS1(x) andPushS2(x)?ii) How would array A look if the following operations were carried out in asequence? What values do the variables w and y represent at the end of theoperations?

A Stack is a linear data structure that follows the principle of LIFO (Last In First Out) as it…

Answered: PopS1 (w) PopS2 (y) PushS1 (y) PushS2…

Engineering

Computer Science

PopS1 (w) PopS2 (y) PushS1 (y) PushS2 (w) PopS2 (y) PopS2 (w)

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question

ans in 10 min

Two stacks S1 and S2 are to be stored in a single array A[1:n], with
PushS1 (x) and PushS2 (x) handling their respective push operations with
regard to element x and PopS1 (x) and PopS2 (x) handling their respective pop
operations, with the output variable x indicating the element popped out from the
stack. Let TopS1 and TopS2 be their respective top-of-stack variables. The stacks
share their storage space in such a way that their respective bottom of stacks are
positioned in the middle of the array, as shown in Figure P4.1, and the stacks grow
in the opposite directions.
Array A:
[1]
[2]
[3]...
Stack S₁
... [[n/2]][[n/21+1] [n-2] [n-1] [n]
Bottom of
Stack S₁
...
PopS1 (w)
PopS2 (y)
PushS1 (y)
PushS2 (w)
PopS2 (y)
PopS2 (w)
Stack S₂
Bottom of
Stack S₂
Figure P4.1. Two stacks are stored in a single array A with
the bottom of stacks positioned in the middle of the array
i) For n = 5, if S1 = {a, b} and S2 = {m, n}, how would array A look after all of
the elements of stacks S1 and S2 were pushed into it invoking PushS1(x) and
PushS2(x)?
ii) How would array A look if the following operations were carried out in a
sequence? What values do the variables w and y represent at the end of the
operations?

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