I did not multiply the force of gravity by the units of energy.

I will put this in more familiar terms to show what I was doing.

F=Gmm/d^2=Newton's third law
m=mass
d=distance
F=ma (force equals mass times acceleration)
a=d/t^2 (acceleration equals distance per time interval squared)
is proportional to = (`)
m*d/t^2 (`) mm/d^2
Solve for mass:
d^3/t^2 (`) m (distance cubed per time interval squared is proportional to mass.

Do you understand? Do you understand what this means?

• Two different distances and masses - yaniru - January 21, 2003 - 12:26 UTC
  • One Distance Cubed - m3pers2 - January 25, 2003 - 17:32 UTC
    • Of course the distance that is changing is the distance between - yaniru - January 25, 2003 - 19:21 UTC
      • I expect an apology - m3pers2 - January 25, 2003 - 22:03 UTC
        • You contradicted your self - yaniru - January 26, 2003 - 04:27 UTC
          • Yanniru should apologize - quiet - January 28, 2003 - 16:56 UTC
          • It does stand up. - m3pers2 - February 1, 2003 - 05:35 UTC
            • Greater detail - yaniru - February 2, 2003 - 00:23 UTC
              • Details - m3pers2 - February 11, 2003 - 05:54 UTC
                • That volume is not the volume of mass a or b. - yaniru - February 11, 2003 - 13:26 UTC