13 May '12 18:22>
Without going into too much detail:
My calculations show that if the earth is held as stationary, any object about 4.12529612e9 Km away that is directly above the equator at the same point every 24 hours is moving in an orbit around the earth at the speed of light, and anything farther away is moving faster. How is this dealt with?
My calculations show that if the earth is held as stationary, any object about 4.12529612e9 Km away that is directly above the equator at the same point every 24 hours is moving in an orbit around the earth at the speed of light, and anything farther away is moving faster. How is this dealt with?