501324-3 Fall 2021 Assignment Topics: Stack- Queue - Tree Consider that you have a stack S and a queue Q. Draw S and Q after executing the following operations (Op). You have to indicate for each operation, the stack or the queue content in addition to the index value of the top (stack) or the front and the rear (queue) Stack S; Queue Q; int a=3, b=7 • Opl: Q.enqueue(a+b); • Op2: S.push(a-b); • Op3: S.push(b); Op4: a-pop); • Op5: Q.enqueue(a); • Op6: S.push(Q.dequeue(); • Op7: Q.enqueue(b); • Op8: Q.enqueue(S.pop() + b); • Op9 Q.enqueue(Q.dequeue()); • Op10: Q.enequeue(S.pop0); Stack S Queue Q Operation 6. 2.
501324-3 Fall 2021 Assignment Topics: Stack- Queue - Tree Consider that you have a stack S and a queue Q. Draw S and Q after executing the following operations (Op). You have to indicate for each operation, the stack or the queue content in addition to the index value of the top (stack) or the front and the rear (queue) Stack S; Queue Q; int a=3, b=7 • Opl: Q.enqueue(a+b); • Op2: S.push(a-b); • Op3: S.push(b); Op4: a-pop); • Op5: Q.enqueue(a); • Op6: S.push(Q.dequeue(); • Op7: Q.enqueue(b); • Op8: Q.enqueue(S.pop() + b); • Op9 Q.enqueue(Q.dequeue()); • Op10: Q.enequeue(S.pop0); Stack S Queue Q Operation 6. 2.
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Transcribed Image Text:501324-3 Fall 2021
Assignment
501324-3 Fall 2021
Assignment
Topics: Stack – Queue - Tree
Consider that you have a stack S and a queue Q. Draw S and Q after executing the
following operations (Op).
Topics: Stack - Queue - Tree
You have to indicate for each operation, the stack or the queue content in addition
to the index value of the top (stack) or the front and the rear (queue)
8
Stack S; Queue Q;
int a=3, b-7
• Opl:
Op2: S.push(a-b);
Op3: S.push(b);
Op4: a-pop0;
Op5: Q.enqueue(a);
Op6: S.push(Q.dequeue());
Op7: Q.enqueue(b);
Op8: Q.enqueue(S.pop() + b);
• Op9 Q.enqueue(Q.dequeue());
• Op10: Q.enequeue(S.pop();
Q.enqueue(a+b);
10
Question 4:
Traverse the given tree using Inorder, Preorder and Postorder traversals.
Operation
Stack S
Queue Q
1
2
Tree (a)
• Preorder:
• Inorder:
• Postorder:
5
Question 5:
2.
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