Recursion is often favored over iteration in specific programming scenarios, particularly in divide-and-conquer algorithms like quicksort and the fast Fourier transform, where recursive implementation is simpler and more intuitive. The Ackermann function exemplifies a complex recursive structure that is challenging to express iteratively, highlighting the advantages of recursion in certain contexts. Recursive approaches are also beneficial for tasks such as expression evaluation with parentheses, where managing state through recursive calls simplifies the logic. Additionally, recursion proves effective in navigating directory trees, allowing for a clear representation of program state and enabling the processing of files and subdirectories in a manageable way. Overall, while iteration is sometimes more efficient for straightforward tasks, recursion can significantly reduce complexity and enhance code clarity in more intricate programming challenges.