Tree Traversal:
Tree traversal is a method of visit all the nodes of the tree and also display their data. All the nodes are connect via link which means edge. So the edge is used to visit all the nodes in the tree. Tree traversal is classified into three orders. They are:
- Inorder traversal
- Preorder traversal
- Postorder traversal
Inorder traversal - In this method, the left subtree is visited first after that the root node and finally right subtree. In tree traversal every node may represent a subtree itself.
Preorder traversal - In this method, the root is visited first after that the left subtree node and finally right subtree node.
Postorder traversal - In this method, the left subtree node is visited first after that the right subtree node and finally root node is visited.
“displayTree” method:
- The “displayTree” method will display the left subtree and right subtree recursively.
- In the pane the line is added to connect the two nodes. The “displayTree” method first adds the line to the pane then it will add the circle into the pane. So the circle will be painted on top of the lines.
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Introduction to Java Programming and Data Structures, Comprehensive Version (11th Edition)
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- For the binary tree in the image below, match the traversal type on the left to the correct option on the right. Note: The second screenshot shows all possible answers for all parts of the question. Please assign the correct value to each question.arrow_forwardDraw a BST. Then write preorder, in-order and level order traversal. Also mention the height of the tree. Insert 65, 45,70,55, 75, 30, 5, 67, 80 and 15.arrow_forwardIs it true or false? A entire tree represented as an array takes up around three times as much space as a linked node representation of the same tree?arrow_forward
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