What are the advantages of Binary Search Trees?
Binary Search Trees (BSTs) offer several advantages, such as efficient searching, insertion, and deletion operations.
Can you explain how searching works in a BST?
Sure! In a BST, you start at the root and compare the target value with the current node. If it's smaller, you go left; if larger, you go right. This process continues until you find the value or reach a leaf node.
What about the time complexity for these operations?
The average time complexity for search, insertion, and deletion in a balanced BST is O(log n), but in the worst case, it can degrade to O(n) if the tree becomes unbalanced.
Are there any disadvantages to using BSTs?
Yes, if not balanced, BSTs can become inefficient. Additionally, they require more memory for pointers compared to arrays.
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