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Write a program to develop a student database system for a university. The database stores student records, and each student is identified by their student ID. To efficiently manage the records, and display them using an in-order traversal, you decide to use a B+ tree.Input format :The first line of input consists of an integer N, representing the number of IDs to be inserted into the B+ Tree.The second line consists of N space-separated integers, representing the IDs to be inserted into the tree.Output format :The output prints the inserted student IDs using an in-order traversal.Code constraints :1 ≤ N ≤ 101 ≤ values ≤ 100

Question

Write a program to develop a student database system for a university. The database stores student records, and each student is identified by their student ID. To efficiently manage the records, and display them using an in-order traversal, you decide to use a B+ tree.Input format :The first line of input consists of an integer N, representing the number of IDs to be inserted into the B+ Tree.The second line consists of N space-separated integers, representing the IDs to be inserted into the tree.Output format :The output prints the inserted student IDs using an in-order traversal.Code constraints :1 ≤ N ≤ 101 ≤ values ≤ 100

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Solution

Sure, here is a step-by-step guide to develop a student database system using a B+ tree:

  1. Read the input:

    • Read the integer N from the first line, which represents the number of IDs to be inserted into the B+ tree.
    • Read the N space-separated integers from the second line, representing the IDs to be inserted into the tree.
  2. Create a B+ tree data structure:

    • Implement a B+ tree class that supports insertion and in-order traversal.
    • The B+ tree should have a node structure that can hold multiple student IDs.
  3. Insert the student IDs into the B+ tree:

    • Iterate over the N IDs and insert each ID into the B+ tree using the insertion algorithm.
    • The insertion algorithm should maintain the B+ tree properties, such as the maximum number of keys in a node and the order of the keys.
  4. Perform an in-order traversal of the B+ tree:

    • Implement an in-order traversal algorithm that visits each node in the B+ tree in ascending order.
    • Start the traversal from the root node and recursively visit each child node in order.
  5. Print the inserted student IDs using the in-order traversal:

    • During the in-order traversal, print each student ID as it is visited.
    • This will ensure that the IDs are printed in ascending order.
  6. Handle the output format:

This problem has been solved

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