What is the primary difference between a binary search tree (BST) and a binary heap?In a BST, elements are ordered by value, but in a heap, they are not.In a heap, elements are ordered by value, but in a BST, they are not.A BST is always a complete binary tree, whereas a heap is not.A heap is always a complete binary tree, whereas a BST is not.

Differentiate between binary search tree and a heap

A binary search tree is a binary tree where:Group of answer choicesThe left subtree contains values less than the root, and the right subtree contains values greater than the root.It is always a complete binary tree.The data in the tree is stored in a specific order.Both b and d.

What best describes a Binary Search Tree?a.Binary tree in symmetric order, where each node has two references to left and right nodesb.Linear data structure that follows a particular order in which the operations are performedc.None of thesed.Non-linear data structure consisting of vertices and edgese.Table mapping keys to values

How to insert a new node to Binary Search Tree? a. Insert a new node as the last element of the last level and call heapify() method b. Starting from the root go to the right or left child of each node according to the new node`s key recursively till it finds an empty position c. Place a new node as the root of BST and set a previous root as a right child of a new root d. None of the above e. Starting from the root go to the right or left child of each node according to the new node`s key recursively till it finds a node with the same key

Which of the following is true for a Binary Search Tree?