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Newton's Third Law Equation is the vector Law of Equilibrium: 0= dmcv/dR + delxmcv -Del mu/R = m(dv/dt + cv/R sin(v) + ur/R^3) 0= m(dv/dt + fvsin(v) t + fvcos(v) r)= mf(v + sin(v)t + vcos(v) r) where r is the unit radial vector and t is the unit transverse to radial vector and v is the unit vector of the velocity. Newton never conceived of al the terms of this equation. He created a two term equation leaving out the middle term. The Third Law says that conservation of energy gives equilibrium, which means the sum of the forces is zero. Not that the forces are zero but the sum of the forces is zero. Newton's and Einstein's Theory of Gravity needs updating to include the "kinetic energy, mcv to give energy E= -mGM/R + mcv. This update will show that the Universe is in Equilibrium.
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How can you obtain third equation of motion from first equation?
The 1st and 3rd Equation of motion are the same, the force is zero. Thus 0 =force = Sum forces = action + reaction =0
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1
