Part 4/7:
Another one of Zeno's paradoxes states that one can never reach a wall by walking to it. This paradox operates on a similar principle as the Achilles paradox. To reach the wall, one must first walk half the distance to it. Then, to reach the halfway point, one must walk half of that distance, and this process continues indefinitely.
Each step taken is halved, leading us down an infinite path, creating the illusion that one can never truly reach the wall. However, in practice, we know that we can and do reach our destinations. This paradox emphasizes the complexity of infinite processes and limits.