Imagine a number line that goes from your current position (labeled 0) to the door of the room you are in (label 1). In order to get to the door, you have to pass the points 0.9, 0.99, 0.999, etc. The Greek philosopher Zeno argued that you will never be able to go through the door, because you will first have to pass through an infinite number of points. What do you think? How would you reply to Zeno? Pls help I have until 2:00