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Question

Level order Traversal of a rooted Tree can be done by starting from root and performing :

This question was previously asked in
UGC NET 2015 Paper 1 Question Paper (27-Dec-2015)
The correct answer is

Breadth First Search

Level order visits all nodes at depth 0, then depth 1, and so on, which is exactly the queue-based breadth-first exploration started at the root.

Depth-first search goes deep along one branch before visiting siblings, and the other two names are not standard traversals.

Hence, Breadth First Search.

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Similar Questions

  1. The inorder traversal of the following tree is :

  2. The inorder and preorder Traversal of binary Tree are dbeafcg and abdecfg respectively. The post-order Traversal is __________.

  3. Arrange the following steps of the Inorder Traversal of Binary Tree in the correct order.

    A. Visit the Left subtree

    B. Visit the Root node

    C. Visit the Right subtree

    D. Start traversing by visiting the nodes in rooted tree

    E. Repeat the above three steps.

    Choose the correct answer from the options given below:

  4. Binary tree with root A and nodes B to H

    Considering above binary tree, what will be the inorder traversal


Important Questions from Tree Traversal - Teaching

  1. Consider the traversal of a tree

    Preorder → ABCEIFJDGHKL

    Inorder → EICFJBGDKHLA

    Which of the following is correct post order traversal?

  2. Postorder traversal of a given binary search tree T produces following sequence of keys: 3, 5, 7, 9, 4, 17, 16, 20, 18, 15, 14 Which one of the following sequences of keys can be the result of an in-order traversal of the tree T?

  3. The inorder traversal of the following tree is :

  4. The inorder and preorder Traversal of binary Tree are dbeafcg and abdecfg respectively. The post-order Traversal is __________.

  5. Arrange the following steps of the Inorder Traversal of Binary Tree in the correct order.

    A. Visit the Left subtree

    B. Visit the Root node

    C. Visit the Right subtree

    D. Start traversing by visiting the nodes in rooted tree

    E. Repeat the above three steps.

    Choose the correct answer from the options given below:

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