In Newtonian mechanics, one can measure an object's position with the aid of a detector.

For a general discussion including mass in Newtonian mechanics, see the article on mass.

The above equations are valid for both Newtonian mechanics and special relativity.

The concept of a dynamical system has its origins in Newtonian mechanics.

This principle is used in both Newtonian mechanics and the theory of special relativity.

The relation of the one continuum to the other is not possible using Newtonian mechanics.

Physical theories, for example, Newtonian mechanics, applies to a certain range of measurement.

There is nothing in Newtonian mechanics that explains this.

As a result, many problems in Newtonian mechanics can be solved with algebra alone.

Even Newtonian mechanics didn't really assert anything about the 'true nature' of the world.