Consider the current elements and its indexes in the queue of size 15:  {index[00]=102, index[01]=165, index[02]=115, index[03]=384, index[04]=248, index[05]=111}, draw a table (like shown below) the sequence of elements using the operations listed from number 1 to 26 using the queue approach (A) - in shifting the elements one position forward every time an element is deleted.  The following are the description of other operations to be used that would result in a QUEUE that contains the elements. IsTopValue – returns the value at the TOP of the queue. IsRearValue – returns the value at the REAR of the queue. IsTopIndex – returns the index of the value at the TOP of the queue. IsRearIndex – returns the index of the value at the REAR of the queue. IsIndexOf – returns the index of the specific value. IsValueOf – returns the value of the specific index.   Insert (Q, 12) Dequeue (Q) Dequeue (Q) Insert (Q, 65) Insert (Q, 100) Insert (Q, 43) Dequeue (Q) IsTopValue (Q) Insert (Q, 61) Dequeue (Q) Dequeue (Q) Dequeue (Q) IsRearIndex (Q) Insert (Q, 29) Insert (Q, 91) IsTopIndex(Q) IsIndexOf(Q, 100) Insert (Q, 121) Insert (Q, 34) Insert (Q, 75) IsRearValue (Q) IsValueOf (Q, [10]) Insert (Q, 17) Dequeue (Q) IsTopValue (Q)

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
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Consider the current elements and its indexes in the queue of size 15:  {index[00]=102, index[01]=165, index[02]=115, index[03]=384, index[04]=248, index[05]=111}, draw a table (like shown below) the sequence of elements using the operations listed from number 1 to 26 using the queue approach (A) - in shifting the elements one position forward every time an element is deleted.  The following are the description of other operations to be used that would result in a QUEUE that contains the elements.

IsTopValue – returns the value at the TOP of the queue.

IsRearValue – returns the value at the REAR of the queue.

IsTopIndex – returns the index of the value at the TOP of the queue.

IsRearIndex – returns the index of the value at the REAR of the queue.

IsIndexOf – returns the index of the specific value.

IsValueOf – returns the value of the specific index.

 

  1. Insert (Q, 12)
  2. Dequeue (Q)
  3. Dequeue (Q)
  4. Insert (Q, 65)
  5. Insert (Q, 100)
  6. Insert (Q, 43)
  7. Dequeue (Q)
  8. IsTopValue (Q)
  9. Insert (Q, 61)
  10. Dequeue (Q)
  11. Dequeue (Q)
  12. Dequeue (Q)
  13. IsRearIndex (Q)
  14. Insert (Q, 29)
  15. Insert (Q, 91)
  16. IsTopIndex(Q)
  17. IsIndexOf(Q, 100)
  18. Insert (Q, 121)
  19. Insert (Q, 34)
  20. Insert (Q, 75)
  21. IsRearValue (Q)
  22. IsValueOf (Q, [10])
  23. Insert (Q, 17)
  24. Dequeue (Q)
  25. IsTopValue (Q)
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