Insertion Sort Imagine you have a line of numbered blocks that you want to put in order from smallest to biggest. Insertion Sort is like how you might sort a hand of playing cards—by picking them up one at a time and placing them in the right spot. How Does Insertion Sort Work? Start with One Block: Imagine you have a deck of cards. You start with one card and it's already sorted. Pick the Next Block: Take the next block (card) and compare it with the blocks you’ve already sorted. Find the Right Spot: Insert this block into its correct position among the sorted blocks. Repeat: Repeat the process for each block until all the blocks are sorted. Example: Let's sort these blocks using Insertion Sort: [64, 25, 12, 22, 11]. Start with the first block: [64] (already sorted). Take the next block (25): [25, 64] (25 is placed before 64). Take the next block (12): [12, 25, 64] (12 is placed before 25). Take the next block (22): [12, 22, 25, 64] (22 is placed between 12 and 25). Take the next block (11): [11, 12, 22, 25, 64] (11 is placed before 12). Why Use Insertion Sort? Simple to Understand: It's like sorting a hand of cards—very intuitive! Good for Small Lists: Works well for small lists or lists that are already mostly sorted. Stable Sorting: Keeps the order of identical items as they were in the original list. Conclusion: Insertion Sort is a simple and intuitive way of sorting! It's like organizing your toys or cards by picking one at a time and placing it in the right spot. Learning about Insertion Sort helps you understand basic sorting techniques, which are essential for solving problems and building cool things with computers!