B-Tree Algorithm

B Trees

________ can be easily optimized to adjust its size (that is the number of child nodes) according to the disk size.

middle element

The ________ will become the parent for the other two child nodes.

target node

The ________ will borrow a key from immediate sibling, in this case, in- order successor (right sibling) because its in- order predecessor (left sibling) has keys equal to minimum keys.

biggest element

Output: What is deleted from the B- Tree? Answer with a single words or term.

Target

What is in leaf node, it has min key nodes? Answer with a single words or term.

Multi level index

________ can be designed by using B Tree for keeping the data sorted in a self- balancing fashion.Search Operation.

search operation

What is the simplest operation on B Tree? Answer with a single words or term.

delete operation

The ________ has more rules than insert and search operations.

new nodes

What are arranged in ascending order? Answer with a single words or term.

target key

The ________ will be replaced with the minimum of a parent nodeIf the ________ is in an internal node.

minimum children a node

The ________ can have is half of the order, which is m /2 (the ceiling value is taken)

maximum number of child nodes a node

The ________ can have is equal to its degree, which ism.

case of huge data

In- ________, searching one record in the disk requires reading the entire disk; this increases time and main memory consumption due to high disk access frequency and data size.

left subtree of the node

The ________ will have lesser values than the right side of the subtree.