Picture a collection of non-repeating of integers. Depending on the order in which these values are inserted into a maxheap data structure, several different maxheaps can emerge. What will be true about the smallest value in the collection of integers in all of the possible maxheaps? Group of answer choices The smallest value will be at the rightmost leaf at the deepest level of the maxheap. The smallest value will be at one of the leaf nodes of the maxheap. Without knowing the actual values of the set, no conclusions can be drawn about the location of the smallest value in the maxheap. The smallest value could be located at any node of the maxheap other than the root.
Picture a collection of non-repeating of integers. Depending on the order in which these values are inserted into a maxheap data structure, several different maxheaps can emerge. What will be true about the smallest value in the collection of integers in all of the possible maxheaps? Group of answer choices The smallest value will be at the rightmost leaf at the deepest level of the maxheap. The smallest value will be at one of the leaf nodes of the maxheap. Without knowing the actual values of the set, no conclusions can be drawn about the location of the smallest value in the maxheap. The smallest value could be located at any node of the maxheap other than the root.
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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Picture a collection of non-repeating of integers. Depending on the order in which these values are inserted into a maxheap data structure, several different maxheaps can emerge. What will be true about the smallest value in the collection of integers in all of the possible maxheaps?
Group of answer choices
The smallest value will be at the rightmost leaf at the deepest level of the maxheap.
The smallest value will be at one of the leaf nodes of the maxheap.
Without knowing the actual values of the set, no conclusions can be drawn about the location of the smallest value in the maxheap.
The smallest value could be located at any node of the maxheap other than the root.
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