Using JAVA codePlease make a Binary Search Tree code Insert the data/key “Dec” in the Binary Search Tree.Show the Resulting BST. Note that the BST is Balanced after the insertion.Insert the data/key “Feb” in the Binary Search Tree.Show the Resulting BST. Note that the BST is Balanced after the insertion.Insert the data/key “Apr” in the Binary Search Tree.Show the Resulting BST. Note that the BST is Balanced after the insertion.Insert the data/key “Jun” in the Binary Search Tree.Show the Resulting BST. Note that the BST is Balanced after the insertion.Insert the data/key “Aug” in the Binary Search Tree.Show the Resulting BST. Note that the BST is Balanced after the insertion.Insert the data/key “Oct” in the Binary Search Tree.a. Show the Resulting BST. Note that the BST is Unbalanced after the insertion.b. Why is the BST not Balanced? Use the concept of the Balance Factor to explain why.c. Apply a Balancing Procedure ( Apply a rotation to the subtree rooted at the unbalancednode)Show the BST that results after sequentially inserting “Sep”, “Jul”, “May” and “Mar”.insert Sep(Balanced BST results!),insert Jul(Balanced BST results!)insert May(Balanced BST results)insert Mar(Unbalanced BST results!)Apply a Balancing Process and show the resulting Balanced BST

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Computer Networking: A Top-Down Approach (7th Edition)

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ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

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Using JAVA code

Please make a Binary Search Tree code

Insert the data/key “Dec” in the Binary Search Tree.
Show the Resulting BST. Note that the BST is Balanced after the insertion.
Insert the data/key “Feb” in the Binary Search Tree.
Show the Resulting BST. Note that the BST is Balanced after the insertion.
Insert the data/key “Apr” in the Binary Search Tree.
Show the Resulting BST. Note that the BST is Balanced after the insertion.
Insert the data/key “Jun” in the Binary Search Tree.
Show the Resulting BST. Note that the BST is Balanced after the insertion.
Insert the data/key “Aug” in the Binary Search Tree.
Show the Resulting BST. Note that the BST is Balanced after the insertion.
Insert the data/key “Oct” in the Binary Search Tree.
a. Show the Resulting BST. Note that the BST is Unbalanced after the insertion.
b. Why is the BST not Balanced? Use the concept of the Balance Factor to explain why.
c. Apply a Balancing Procedure ( Apply a rotation to the subtree rooted at the unbalanced
node)
Show the BST that results after sequentially inserting “Sep”, “Jul”, “May” and “Mar”.
insert Sep(Balanced BST results!),
insert Jul(Balanced BST results!)
insert May(Balanced BST results)
insert Mar(Unbalanced BST results!)
Apply a Balancing Process and show the resulting Balanced BST

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