Draw the forest corresponding to the following binary search tree using natural correspondence between forests and binary trees. Explain your answer.
Natural correspondence between binary trees and a forest can be visualized by the following two rules:
1) Left child in the binary tree is the node's child in the forest.
2) Right child in the binary tree is the node's sibling in the forest.
Note that the root node of the first tree in the forest is the root node of the binary tree. Thus, a right child to a head node would mean a different tree.
According to the above rules, find the resultant forest as below.
Draw the forest corresponding to the following binary search tree using natural correspondence be...
Using the natural correspondence between forests and binary trees, draw the forest corresponding to the binary search tree below. Please explain you answer.
7. Give the binary-tree representation of the following trees in the forest. (Join these three trees in the forest to form a binary tree.) <8> K A CD L M BEF P
14. (10 points) Using a binary search tree algorithm, draw and explain the tree that describes the following sentence. Discrete math is fun but sometimes hard. 14. (10 points) Using a binary search tree algorithm, draw and explain the tree that describes the following sentence. Discrete math is fun but sometimes hard.
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Course: Data Structures A) Draw the Binary Search Tree if the following data is added to a tree in the following order: 40,20, 10, 30, 60, 50, 70, 80. B) How would the tree look like if you remove "40" from the tree? Explain why the tree changes the way you are drawing it.
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