What speed does the "force of gravity" act at? IE, is it instantaneous, or does it apply itself at a speed lower than 'c'?
I have been sitting here trying to figure out an experiment that would test this, but since gravitational force is so weak at a particle level, and rapidly accelerating a planet is difficult, I dont know what form a good experiment would take. Maybe if you could accurately measure the force of the moon while on earth, and then compare that to the observed angle to the moon, correct that for the time that light takes to reach the earth, and then see... but I dont know if the pull of the moon as felt from earth's surface is enough to be accurately measurable (ie, I know that the moon is why we have tides, but does the moon exert enough force on a object that we can accurately measure the direction [which, for this question, would seem to be more important than the magnitude of the pull] it is being pulled in to a very small degree of uncertainty).
I have been sitting here trying to figure out an experiment that would test this, but since gravitational force is so weak at a particle level, and rapidly accelerating a planet is difficult, I dont know what form a good experiment would take. Maybe if you could accurately measure the force of the moon while on earth, and then compare that to the observed angle to the moon, correct that for the time that light takes to reach the earth, and then see... but I dont know if the pull of the moon as felt from earth's surface is enough to be accurately measurable (ie, I know that the moon is why we have tides, but does the moon exert enough force on a object that we can accurately measure the direction [which, for this question, would seem to be more important than the magnitude of the pull] it is being pulled in to a very small degree of uncertainty).