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Newton's Laws are Correct or accurate for potential energy ( - GmM/r ), but not Complete missing the vector energy ( mcV).

The Complete and Correct laws would be E = -GmM/r + mcV.

Newton added the vector energy term ( mcV) to his vector equations by adding his d(mV)/dt which is d(mcV)/dr = d(cmV)/cdt.

Vector Calculus was not available in Newton's time and Newton's Laws missed Del.mcV = -cmV/r cos(beta), the centrifugal force.

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Related Questions

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