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PLEASE NOTE: for PROBLEM #2, REMOVE 3 ENTRIES FROM THE MAX HEAP, NOT TWO ENTRIES 2. Start with an empty heap, and enter ten items with priorities 1 through 10. Draw the resulting heap. - Now remove three entries from the heap that you created in the above exercise. Draw the resulting heap. Instructions Problem #2 a) Create a HeapPriorityQueue interface with the following abstract methods: isEmpty, isFull, enqueue, dequeue, reheapifyUpward, reheapifyDownward, reposition. b) Create the HeapPriorityQueue class. Have heapArray hold maxSize of 250 entries. Also, include the methods: default constructor, toString. c) Create HeapOverflowException and HeapUnderflowException classes d) Create a HeapDemo class that creates a HeapPriorityQueue object and insert the values 1-10 into the heap. Print out the heap and remove two values from the heap. Print the resulting heap. Try and show the resulting tree with the nodes on their appropriate levels along with their branches.

PLEASE NOTE: for PROBLEM #2, REMOVE 3 ENTRIES FROM THE MAX HEAP, NOT TWO ENTRIES 2. Start with an empty heap, and enter ten items with priorities 1 through 10. Draw the resulting heap. - Now remove three entries from the heap that you created in the above exercise. Draw the resulting heap. Instructions Problem #2 a) Create a HeapPriorityQueue interface with the following abstract methods: isEmpty, isFull, enqueue, dequeue, reheapifyUpward, reheapifyDownward, reposition. b) Create the HeapPriorityQueue class. Have heapArray hold maxSize of 250 entries. Also, include the methods: default constructor, toString. c) Create HeapOverflowException and HeapUnderflowException classes d) Create a HeapDemo class that creates a HeapPriorityQueue object and insert the values 1-10 into the heap. Print out the heap and remove two values from the heap. Print the resulting heap. Try and show the resulting tree with the nodes on their appropriate levels along with their branches.

Computer Networking: A Top-Down Approach (7th Edition)
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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Java program PLEASE NOTE: for PROBLEM #2, REMOVE 3 ENTRIES FROM THE MAX HEAP, NOT TWO ENTRIES 2. Start with an empty heap, and enter ten items with priorities 1 through 10. Draw the resulting heap. - Now remove three entries from the heap that you created in the above exercise. Draw the resulting heap. Instructions Problem #2 a) Create a HeapPriorityQueue interface with the following abstract methods: isEmpty, isFull, enqueue, dequeue, reheapifyUpward, reheapifyDownward, reposition. b) Create the HeapPriorityQueue class. Have heapArray hold maxSize of 250 entries. Also, include the methods: default constructor, toString. c) Create HeapOverflowException and HeapUnderflowException classes d) Create a HeapDemo ciass that creates a HeapPriorityQueue object and insert the values 1-10 into the heap. Print out the heap and remove two values from the heap. Print the resulting heap. Try and show the resulting tree with the nodes on their appropriate levels along with their branches.
Transcribed Image Text:Java program PLEASE NOTE: for PROBLEM #2, REMOVE 3 ENTRIES FROM THE MAX HEAP, NOT TWO ENTRIES 2. Start with an empty heap, and enter ten items with priorities 1 through 10. Draw the resulting heap. - Now remove three entries from the heap that you created in the above exercise. Draw the resulting heap. Instructions Problem #2 a) Create a HeapPriorityQueue interface with the following abstract methods: isEmpty, isFull, enqueue, dequeue, reheapifyUpward, reheapifyDownward, reposition. b) Create the HeapPriorityQueue class. Have heapArray hold maxSize of 250 entries. Also, include the methods: default constructor, toString. c) Create HeapOverflowException and HeapUnderflowException classes d) Create a HeapDemo ciass that creates a HeapPriorityQueue object and insert the values 1-10 into the heap. Print out the heap and remove two values from the heap. Print the resulting heap. Try and show the resulting tree with the nodes on their appropriate levels along with their branches.
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