A binary search tree labels every node in a binary tree with a single key such that for any node x, as well as nodes within the left subtree of x have keys <= x and all nodes in the right subtree of x have key's >= x
The search tree labeling enables us to find where any key is. Start at the root- if that is not the one we want, search either left or right depending upon whether what we want is <= or >= then root.
Binary search trees store collections associated with items that may be purchased, for example integers. Binary search trees support the following standard operations.
Data structures supporting these operations are called Dictionaries. A simple implementation is to store the items in sorted order in an array. Search(x) is simply a binary search. However, insert(x) and delete(x) are inefficient as, in general, they may require many items to be shifted.
Urgenthomework helped me with finance homework problems and taught math portion of my course as well. Initially, I used a tutor that taught me math course I felt that as if I was not getting the help I needed. With the help of Urgenthomework, I got precisely where I was weak: