Question: What is the difference between a binary search tree and a binary heap?
Introduction:
Search Tree in Binary:
Usually, an acyclic graph is used to show a Binary Search Tree. The nodes make up the tree. Every node can only have two children in a binary tree. The BST says that the value of a node is always higher than its left child's value and lower than its right child's value. We can go through each BST value one at a time in order. Also, this data structure does not allow for duplicate values.
Heap Tree:
The Stack is a Full Binary Tree.
If a node is k nodes away from the root node, it is at level k of the tree. The level of the root is 0. At level k, the most nodes that can be there are 2k. Each group of a Complete Binary Tree has the possible nodes except for the top layer, which must be filled from left to right. It would be best if you never forgot that the Complete Binary Tree is always balanced.
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