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::::The essay specifically says "Newtonian gravity", not "the law of gravity" (whatever that might be). In Newtonian gravity the force absolutely has to be inverse square; as was pointed out above it's a direct and simple consequence of the fact that the area of a sphere is proportional to radius squared. The same applies for other classical field theories, such as classical electromagnetism (eg, the Coulomb attraction between two point charges is inverse square). But "Newtonian gravity" is not the same thing as "the way gravity really works" - we have General Relativity after all, and doubtlessly other successful theories of gravity will be developed in future. [[User:BrianW|BrianW]] 07:13, 15 February 2009 (EST)
 
::::The essay specifically says "Newtonian gravity", not "the law of gravity" (whatever that might be). In Newtonian gravity the force absolutely has to be inverse square; as was pointed out above it's a direct and simple consequence of the fact that the area of a sphere is proportional to radius squared. The same applies for other classical field theories, such as classical electromagnetism (eg, the Coulomb attraction between two point charges is inverse square). But "Newtonian gravity" is not the same thing as "the way gravity really works" - we have General Relativity after all, and doubtlessly other successful theories of gravity will be developed in future. [[User:BrianW|BrianW]] 07:13, 15 February 2009 (EST)
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::::: Your comment misses the point.  The phrase "Newtonian gravity" illustrates that we're talking about the law of gravity as being in rough proportion to one over distance squared.  If you insist that it must be ''precisely'' r-squared, as you seem to, then your mind is inexplicably closed.  Open it, and your only regret will be that you didn't open it sooner.--[[User:Aschlafly|Andy Schlafly]] 08:48, 15 February 2009 (EST)
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