In one of my previous posts, we have seen how a linked list can be sorted using bubble sort approach. In this post we will see how we can sort a linked list using insertion sort algorithm. Like bubble sort this approach will also take O(n

^{2}) time.
Here is the strategy for linked list insertion sort. We maintain two lists; one sorted and another unsorted. Initially the sorted list is empty and the unsorted list will be the original list. In each iteration, we remove a node from the unsorted list and add it the sorted list in proper position. I re-used the procedure for inserting data into a sorted linked list from this post.

The following diagram should give you some understanding of the procedure.

Here is the C++ implementation of the above algorithm.