Recall & Review
beginner
What is Vertical Order Traversal of a Binary Tree?
It is a way to print the nodes of a binary tree column by column, from left to right. Nodes in the same vertical line are grouped together.
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beginner
How do we assign vertical levels to nodes in Vertical Order Traversal?
The root node is at vertical level 0. Left child nodes decrease the vertical level by 1, right child nodes increase it by 1.
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intermediate
Which data structure is commonly used to store nodes by their vertical levels during traversal?
A map or dictionary with keys as vertical levels and values as lists of nodes at that level.
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intermediate
Why do we use a queue in Vertical Order Traversal?
A queue helps us do a level order traversal (breadth-first) so nodes are processed top to bottom within each vertical line.
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advanced
What is the output order when multiple nodes share the same vertical and horizontal level?
They are printed in the order they appear in the level order traversal (top to bottom, left to right).
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In Vertical Order Traversal, what vertical level is assigned to the root node?
✗ Incorrect
The root node is always assigned vertical level 0.
Which data structure is best to keep track of nodes and their vertical levels during traversal?
✗ Incorrect
A map/dictionary stores vertical levels as keys and lists of nodes as values.
When traversing the tree, how do you update the vertical level for the right child?
✗ Incorrect
Right child nodes increase the vertical level by 1.
What traversal method is commonly combined with vertical level tracking for this problem?
✗ Incorrect
Level order traversal ensures nodes are processed top to bottom.
If two nodes share the same vertical and horizontal level, how is their order decided in output?
✗ Incorrect
They appear in the order they are visited during level order traversal.
Explain how vertical levels are assigned and used in Vertical Order Traversal of a binary tree.
Think about how you move left or right from the root.
You got /4 concepts.
Describe the role of a queue and a map/dictionary in implementing Vertical Order Traversal.
One helps visit nodes in order, the other helps group them.
You got /4 concepts.