To solve this problem, we can perform a level order traversal of the binary tree and convert it into a linked list. We’ll use a queue to store the nodes at each level and keep track of the previous node in the linked list. Here’s the step-by-step approach to solve this problem:
- Initialize an empty queue to store the nodes of the binary tree.
- Initialize three pointers: prev (previous node in the linked list), current (the current node being processed), and next (the next node in the linked list). Set prev to None initially.
- Enqueue the root node into the queue.
- While the queue is not empty, repeat steps 5-11.
- Dequeue a node from the front of the queue and assign it to current.
- If current has no left child, simply set next to current and skip to step 8.
- If current has a left child, enqueue the left child into the queue.
- Set next to the right child of current.
- If current has no right child, set prev to current and skip to step 10.
- If current has a right child, enqueue the right child into the queue.
- Set prev to current.
- Finally, after the level order traversal, prev will be the head of the flattened linked list. Return prev as the result.