Imagine a rectangular room whose floor has dimensions 2 meters by 8 meters and whose height is 2 meters There is a spider in one corner of the room A fly wants to find the location in the room that is as far from the spider as possible The fly thinks that the ocation diagonally opposite the spider is its best bet Calculate the minimum distance the spider would need to travel along the walls floor and ceiling to reach the fly in this ocation Find two locations that are farther yet Be sure that you are considering the minimum travel distance to each location