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DSA C++programming~5 mins

BST Inorder Predecessor in DSA C++ - Cheat Sheet & Quick Revision

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Recall & Review
beginner
What is the inorder predecessor of a node in a Binary Search Tree (BST)?
The inorder predecessor of a node in a BST is the node that comes immediately before the given node in the inorder traversal of the BST. It is the largest node smaller than the given node.
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beginner
How do you find the inorder predecessor if the node has a left subtree?
If the node has a left subtree, the inorder predecessor is the rightmost (maximum) node in that left subtree.
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intermediate
What if the node does not have a left subtree? How to find its inorder predecessor?
If the node has no left subtree, move up the tree using parent pointers until you find a node which is the right child of its parent. That parent is the inorder predecessor.
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intermediate
Why is the inorder predecessor important in BST operations?
The inorder predecessor helps in operations like deletion of a node in BST, where replacing the node with its inorder predecessor maintains the BST property.
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beginner
In C++, what is a simple approach to find the inorder predecessor of a given node in a BST?
Check if the node has a left child. If yes, find the rightmost node in the left subtree. Otherwise, traverse up using parent pointers until you find a node which is the right child of its parent. Return that parent.
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What is the inorder predecessor of the smallest node in a BST?
AThere is no inorder predecessor
BThe node itself
CThe root node
DThe largest node in the BST
If a node has a left subtree, where is its inorder predecessor located?
AParent node
BLeftmost node in the right subtree
CRightmost node in the left subtree
DRoot node
If a node has no left subtree, how do you find its inorder predecessor?
AMove up until you find a node that is right child of its parent
BFind the leftmost node in the right subtree
CFind the rightmost node in the left subtree
DThere is no inorder predecessor
Why do we use the inorder predecessor in BST node deletion?
ATo find the smallest node
BTo maintain BST property after deletion
CTo find the root node
DTo balance the tree
Which traversal order is used to define the inorder predecessor?
APreorder traversal
BPostorder traversal
CLevel order traversal
DInorder traversal
Explain how to find the inorder predecessor of a node in a BST when the node has a left subtree.
Think about the largest value smaller than the node.
You got /3 concepts.
    Describe the steps to find the inorder predecessor if the node has no left subtree.
    Consider moving up until you find a node that is a right child.
    You got /3 concepts.