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DSA C++programming~5 mins

BST Find Minimum Element in DSA C++ - Cheat Sheet & Quick Revision

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Recall & Review
beginner
What is the minimum element in a Binary Search Tree (BST)?
The minimum element in a BST is the leftmost node because all smaller values are stored to the left.
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beginner
How do you find the minimum element in a BST?
Start at the root and keep moving to the left child until you reach a node with no left child. That node is the minimum.
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beginner
Why does moving left in a BST lead to the minimum element?
Because in a BST, left children are always smaller than their parent nodes, so the leftmost node holds the smallest value.
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intermediate
What is the time complexity to find the minimum element in a BST?
The time complexity is O(h), where h is the height of the BST. In the worst case (skewed tree), it can be O(n).
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beginner
Show the C++ code snippet to find the minimum element in a BST.
Node* findMin(Node* root) { while (root && root->left) { root = root->left; } return root; }
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In a BST, where is the minimum element located?
ARoot node
BRightmost node
CLeftmost node
DAny leaf node
What is the first step to find the minimum element in a BST?
AMove to the left child
BMove to the right child
CCheck the root value
DTraverse all nodes
If a BST has only one node, what is the minimum element?
AThe root node
BNo minimum element
CLeft child
DRight child
What is the time complexity to find the minimum element in a balanced BST?
AO(n)
BO(log n)
CO(1)
DO(n log n)
Which of these is a correct way to find the minimum element in a BST?
ATraverse right children until null
BTraverse both children randomly
CCheck only the root node
DTraverse left children until null
Explain how to find the minimum element in a Binary Search Tree and why this method works.
Think about the BST rule for left children.
You got /5 concepts.
    Write a simple C++ function to find the minimum element in a BST and describe its time complexity.
    Focus on traversal and height of tree.
    You got /5 concepts.