<font color="yellow"> you also neglect to consider aerodynamic drag upon the lighter object. </font><br /><br />No I didn’t. I specifically stated <i>” In the absence of friction (from atmosphere)”</i> You aren’t going to slip out of it that easy. In a problem such as this, factors such as aerodynamic drag are usually assumed to be taken into account. Since those factors are external to the problem under examination, they are not included. Also, factors such as uniformity of density and sphericity can make the computations extremely complex, so “ideal” conditions are assumed to simplify calculations. For example, if aerodynamic drag were factored out of my example, the more massive object would Because you are apparently going to be deliberately obtuse, I will spell it out for you.<br /><br />The problem:<br />Object #1, a sphere with a mass of 6.587 x 10<sup>24</sup> kilograms, a volume of .510 x 10<sup>15</sup>m<sup>2</sup>, uniform density, perfectly spherical, no atmosphere.<br /><br />Object #2, a sphere with a mass of 1000 kilograms, a volume of x 100 m<sup>2</sup>, uniform density, perfectly spherical, no atmosphere.<br /><br />Object #3, a sphere with a mass of 100 kilograms, a volume of x 100 m<sup>2</sup>, uniform density, perfectly spherical, no atmosphere.<br /><br />Object #1 and Object #2 are placed 1000 kilometers from the surface of object #1, with relative velocities of zero. They are released and begin to fall towards object #1. Object #2 will accelerate faster towards object #1 than object #3 will accelerate towards object #1.<br /><br />Merely blowing this off with irrelevant rhetoric is no longer going to be sufficient. Since objects of the same physical dimensions, but different masses, will fall towards the Earth at different rates, (in the absence of atmosphere OR compensating for aerodynamic drag) your hypothesis is proven to be invalid.<br /> <div class="Discussion_UserSignature"> <p style="margin-top:0in;margin-left:0in;margin-right:0in" class="MsoNormal"><font face="Times New Roman" size="2" color="#ff0000"><strong>Our Solar System must be passing through a Non Sequitur area of space.</strong></font></p> </div>