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The height of a) BST b) balanced BST c) B-Tree is: 1. (log n) in worst case 2. (n) in worst case 3. (n log
The height of
a) BST
b) balanced BST
c) B-Tree
is:
1. (log n) in worst case
2. (n) in worst case
3. (n log n) in worst case
4. (n2 ) in worst case
Why is height of the tree important for operations on the tree?
Draw an example of a BST tree with n nodes that can lead to worst-case computational complexity of Search operation
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