Suppose that Q is a queue implemented with a circular array A, initially empty (with size/capacity = 0). You run the following operations in the order given:1. Q.enqueue(7) 2. Q.enqueue(42) 3. Q.enqueue(3) 4. Q.dequeue()5. Q.enqueue(10)6. Q.first()7. Q.enqueue(5)8. Q.enqueue(30)9. Q.enqueue(15)10. Q.dequeue()11. Q.dequeue()12. Q.dequeue()13. Q.dequeue()14. Q.dequeue()Assuming that insertion and deletion in dynamic arrays use the resizing strategy we have seen during the lectures, describe the entries of the array A after performing the above operations, separating each entry by a comma and no space. If an entry is empty, write "None" (case-sensitive). For example, if the array was [1, 2, None, None], then write "1,2,None,None", omitting the double quotes.
Question
Suppose that Q is a queue implemented with a circular array A, initially empty (with size/capacity = 0). You run the following operations in the order given:1. Q.enqueue(7) 2. Q.enqueue(42) 3. Q.enqueue(3) 4. Q.dequeue()5. Q.enqueue(10)6. Q.first()7. Q.enqueue(5)8. Q.enqueue(30)9. Q.enqueue(15)10. Q.dequeue()11. Q.dequeue()12. Q.dequeue()13. Q.dequeue()14. Q.dequeue()Assuming that insertion and deletion in dynamic arrays use the resizing strategy we have seen during the lectures, describe the entries of the array A after performing the above operations, separating each entry by a comma and no space. If an entry is empty, write "None" (case-sensitive). For example, if the array was [1, 2, None, None], then write "1,2,None,None", omitting the double quotes.
Solution
Let's go through the operations one by one:
- Q.enqueue(7): The queue is initially empty, so we add 7 to it. The array A becomes [7].
- Q.enqueue(42): We add 42 to the queue. The array A becomes [7, 42].
- Q.enqueue(3): We add 3 to the queue. The array A becomes [7, 42, 3].
- Q.dequeue(): We remove the first element from the queue, which is 7. The array A becomes [None, 42, 3].
- Q.enqueue(10): We add 10 to the queue. The array A becomes [None, 42, 3, 10].
- Q.first(): This operation doesn't change the array, it just returns the first element in the queue, which is 42.
- Q.enqueue(5): We add 5 to the queue. The array A becomes [None, 42, 3, 10, 5].
- Q.enqueue(30): We add 30 to the queue. The array A becomes [None, 42, 3, 10, 5, 30].
- Q.enqueue(15): We add 15 to the queue. The array A becomes [None, 42, 3, 10, 5, 30, 15].
- Q.dequeue(): We remove the first element from the queue, which is 42. The array A becomes [None, None, 3, 10, 5, 30, 15].
- Q.dequeue(): We remove the first element from the queue, which is 3. The array A becomes [None, None, None, 10, 5, 30, 15].
- Q.dequeue(): We remove the first element from the queue, which is 10. The array A becomes [None, None, None, None, 5, 30, 15].
- Q.dequeue(): We remove the first element from the queue, which is 5. The array A becomes [None, None, None, None, None, 30, 15].
- Q.dequeue(): We remove the first element from the queue, which is 30. The array A becomes [None, None, None, None, None, None, 15].
So, the final state of the array A after performing all the operations is "None,None,None,None,None,None,15".
Similar Questions
Q2(a) Given a circular queue with capacity of 9 elements. Show what the contents of the array will be after the specified sequence of enqueue and dequeue operations and show that where the front and rear indices will point. [1.5+1.5 Marks] (a.1) Let us assume that it is array-based, then after performing following operation show the intermediate and final items present in the array? int i; for (i = 1; i <= 9; ++i) enqueue (i); for (i = 1; i <= 5; ++i) { enqueue (dequeue()); dequeue(); } (a.2) Do not start from scratch to build the queue here; continue the following operations on the queue you have created in part (a.1) above. enqueue (10); enqueue (11); dequeue(); dequeue(); enqueue (12); Show the contents of array after each step?
In a circular queue of size 7 if front index=5 and rear index =3 then ___ enqueue operations has been performed.
Consider the queues Q1 containing four elements and Q2 containing none (shown as the Initial State in the figure). The only operations allowed on these two queues are Enqueue (Q, element) and Dequeue (Q). The minimum number of Enqueue operations on Q1 required to place the elements of Q1 in Q2 in reverse order (shown as the Final State in the figure) without using any additional storage is ______________.*2 points4568
Implement a circular queue using an array. Provide the enqueue and dequeue operations. give the answer for 5 marks
In a queue implemented using a circular array, if front = rear, what can be inferred about the queue?The queue is full.The queue is empty.The queue has exactly one element.Either the queue is full or empty, depending on the implementation.
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.