**Objective:** You have been given a sorted singly List, you need to convert it into balanced binary search tree.

*Why balanced binary tree is important: *

*You can also create first node as root and insert all other nodes to the right of the tree because List is in increasing order but this constructed tree won’t be balanced tree, it wil be skwed tree and to perform operations on this tree will be O(n) not O(logn).*

**Input:** An sorted Singly Linked List

**Output: **Balanced Binary Tree

**Example:**

Singly Linked List To BST

**Appraoch:**

- Say
*mid* is the middle node in the linked list.
- Recursively construct left subtree from
*start to mid-1*
- Make the middle node as root and assign the left subtree to it.
- Recursively construct right subtree from
*mid+1 to end.*
- Assign the right subtree to root.

**NOTE**: This problem is very smililar to “** Given a Sorted Array, Convert it into its Balanced Binary search Tree” **and** “Convert a Sorted Doubly Linked List to Balanced BST” .**

**Complete Code:**

**Output**:

Constructed BST is : 1 2 3 4 5 6

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If you find anything incorrect or you feel that there is any better approach to solve the above problem, please write comment.

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