In my experience, the main difference between a binary search and a linear search lies in their approach to searching for a specific element in a sorted or unsorted list. I like to think of it as binary search being a more efficient method for searching in sorted lists, while linear search can work on both sorted and unsorted lists but is generally slower.
From what I've seen, a linear search goes through the list sequentially, comparing each element to the target value until it finds a match or reaches the end of the list. On the other hand, a binary search works by repeatedly dividing the list into two halves, discarding the half that doesn't contain the target value, and continuing the search in the remaining half. This process is repeated until the target value is found or the list is reduced to one element.
In my experience, I would use a linear search when dealing with small or unsorted lists, where the simplicity of the algorithm outweighs the benefits of more efficient search methods. However, my go-to method for searching in large, sorted lists would be a binary search, as its logarithmic time complexity makes it much faster and more efficient than a linear search.
From what I've seen, a linear search goes through the list sequentially, comparing each element to the target value until it finds a match or reaches the end of the list. On the other hand, a binary search works by repeatedly dividing the list into two halves, discarding the half that doesn't contain the target value, and continuing the search in the remaining half. This process is repeated until the target value is found or the list is reduced to one element.
In my experience, I would use a linear search when dealing with small or unsorted lists, where the simplicity of the algorithm outweighs the benefits of more efficient search methods. However, my go-to method for searching in large, sorted lists would be a binary search, as its logarithmic time complexity makes it much faster and more efficient than a linear search.