Right. Several things. First, I was not aware that AE was made of raspberry jam. I'll bet Hannibal would enjoy
him for lunch.
Second, Chris has a way of "thinking out loud" so that when he says stuff like "you have an object falling from infinity" what he means is that gravitational fields extend out forever (technically) from a point roughly at the center of that mass. (The bigger the mass, the bigger the field). That is the (equal and opposite) force one must overcome when exiting Earth's gravitational field.
Also, just as the "velocity" (in technical terms velocity includes a direction or "vector" as well as a speed.) increases as the square of the distance (9.83 meters/sec/sec) once again we are actually gaining in speed (when falling) which is called acceleration (as Newton discovered by dropping an apple on his head
) Every second an object falls (ignoring air friction) it gains another 9.83 meters of speed. So, now, take that in reverse and try to fly up and away (No one has mentioned fortified helium balloons yet), and as the saying goes "the faster you go, the behind-er you get".
Also, by the way, I rather liked Skeptical's example about the satellite:
For example, a satellite in geostationary orbit, 36,000 kms up, will be moving sideways at 3 km per second. It is falling, but the sideways motion carries it further from the Earth, which exactly compensates for the fall.
Another way to look at that is like having a circular escalator that goes around the planet. For each drop toward Earth, you must then thrust away from the intersection of the circle that defines your orbit by the same amount so that you keep a constant altitude.
The question is, where is the end of the circle? And does anyone know how Einstein came to the conclusion that if one started at any random point in the universe and kept going forever, they would end up right where they started?
"The truth will come to you at last, when we are one and one is all."
- Some British rock group.