When working with the dynamic database Binary Search Tree, the system will handle range queries when the data is kept in main memory.
23+1 - 1 = 15 nodes make up a complete binary tree of height 3. Consequently, 300 bytes are needed to store the tree. The tree will have 7 nodes if it has a minimum of 3 nodes and a height of 3.
The depth of a tree is defined as all of the edges that connect the root node to a certain node. The depth of the tree is measured by counting all the edges along the longest path from the root node to the leaf node.
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