A data structure called a binary search tree makes it simple to keep track of a sorted list of numbers.
<h3>What is a binary search tree?</h3>
A binary search tree, also known as an ordered binary tree or a sorted binary tree in computer science, is a rooted binary tree data structure where each internal node's key is higher than all the keys in its left subtree and less than all the keys in its right subtree.
A data structure called a binary search tree makes it simple to keep track of a sorted list of numbers. Because each tree node has a maximum of two offspring, it is known as a binary tree. It can be used to search for the presence of a number in O(log(n)) time.
A binary search tree (BST) is a specific type of binary tree in which every node has a comparable key and a connected or associated value.
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Answer:
I dont think I can answer this
A correct option is option (a). The strongest normal form that R=AB is in is not known since we don't know the set of functional dependencies
What are functional dependencies?
An association between two attributes, often the PK and other non-key properties in a database, is known as a functional dependency (FD). If the value of attribute X (often the PK) impacts the value of attribute Y in a unique way for each valid instance of X, then attribute Y is functionally dependent on attribute X for any relation R.
How do you identify functional dependency?
- When two different values of B are related to the same A, this is known as a "functional dependency" A->B.
- A key must be distinct, therefore even if two tuples contain the same value for one or more attributes, the key values must differ.
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Umm..let’s see hold the steering week look at the road and look on my phone for directions
