C++ CODE PLEASE Using an array to represent the min-max heap structure , implement the following operations. (in c++ programming language) 1. buildHeap : Builds a min-max heap from a list of naturals read from standard input. 2. findMin and findMax : Returns the minimum (resp the maximum) element. 3. insertHeap : Inserts a new element into the min-max heap. 4. deleteMin and deleteMax : Deletes the minimum (resp the maximum) element. NOTE: min-max should be in one heap structure only and not separate heap structure for min and max. Only one heap for both min and max. Root should be min level, the level below root should be max level,then level after that should again be min level and so on.
C++ CODE PLEASE Using an array to represent the min-max heap structure , implement the following operations. (in c++ programming language) 1. buildHeap : Builds a min-max heap from a list of naturals read from standard input. 2. findMin and findMax : Returns the minimum (resp the maximum) element. 3. insertHeap : Inserts a new element into the min-max heap. 4. deleteMin and deleteMax : Deletes the minimum (resp the maximum) element. NOTE: min-max should be in one heap structure only and not separate heap structure for min and max. Only one heap for both min and max. Root should be min level, the level below root should be max level,then level after that should again be min level and so on.
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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C++ CODE PLEASE
Using an array to represent the min-max heap structure , implement the following operations. (in c++ programming language)
1. buildHeap : Builds a min-max heap from a list of naturals read from standard input.
2. findMin and findMax : Returns the minimum (resp the maximum) element.
3. insertHeap : Inserts a new element into the min-max heap.
4. deleteMin and deleteMax : Deletes the minimum (resp the maximum) element.
NOTE: min-max should be in one heap structure only and not separate heap structure for min and max. Only one heap for both min and max. Root should be min level, the level below root should be max level,then level after that should again be min level and so on.
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