The order condition that characterizes a heap states that
A) at each node X,any element stored in a child of X must be greater than the element stored at X
B) at each node X,any element stored in a left child of X must be less than the element stored at X,and any element stored in right child must be greater than the element stored at X
C) an inorder traversal of the heap's binary tree must yield a sorted sequence
D) None of the above
Correct Answer:
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Q33: Consider the operation of deleting the root
Q34: Traversing a binary search tree in inorder
A)
Q35: To find the minimum node in a
Q36: To add a new element X to
Q37: A complete binary tree with N nodes
Q39: To find the minimum element stored in
Q40: The depth of a binary tree
A) is
Q41: A ternary tree is like a binary
Q42: Assuming a Node class
class Node
{
int element;
Node left,right;
Node(int
Q43: Assuming a Node class
class Node
{
int element;
Node left,right;
Node(int
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