Podcast
Questions and Answers
In a Binary Search Tree, how are the nodes arranged in relation to the root node?
In a Binary Search Tree, how are the nodes arranged in relation to the root node?
- Left subtree nodes have values greater than the root, right subtree nodes have values less than the root
- Both left and right subtree nodes have values less than the root
- Both left and right subtree nodes have values greater than the root
- Left subtree nodes have values less than the root, right subtree nodes have values greater than the root (correct)
What is a major benefit of using a Binary Search Tree?
What is a major benefit of using a Binary Search Tree?
- Ensures that all nodes have equal values for easy traversal
- Provides more memory-efficient storage than other tree structures
- Allows for faster insertion, deletion, and searching operations (correct)
- Guarantees a balanced tree structure at all times
When inserting a node into a Binary Search Tree, where should a node with a value greater than the root be placed?
When inserting a node into a Binary Search Tree, where should a node with a value greater than the root be placed?
- Right subtree (correct)
- As a child node of the root directly
- Left subtree
- No specific rule applies
Which operation on a Binary Search Tree requires rearranging nodes to maintain order?
Which operation on a Binary Search Tree requires rearranging nodes to maintain order?
What is one characteristic of a balanced Binary Search Tree?
What is one characteristic of a balanced Binary Search Tree?
Which operation in a Binary Search Tree involves moving from one node to another for various purposes like search or print?
Which operation in a Binary Search Tree involves moving from one node to another for various purposes like search or print?
What rule is followed when deleting a node with two children in a Binary Search Tree?
What rule is followed when deleting a node with two children in a Binary Search Tree?
Which operation in a Binary Search Tree involves arranging nodes to maintain the order property after an element is removed?
Which operation in a Binary Search Tree involves arranging nodes to maintain the order property after an element is removed?
What is one advantage of a balanced Binary Search Tree over an unbalanced one?
What is one advantage of a balanced Binary Search Tree over an unbalanced one?
What characteristic of Binary Search Trees makes them suitable for applications requiring fast search operations?
What characteristic of Binary Search Trees makes them suitable for applications requiring fast search operations?
