Lecture
Let in the frame of reference K 'the material point moves along the x axis' at a constant speed
System K 'moves relative to system K in the same direction with velocity v . We define what is equal to the velocity of the material point v o , relative to system K, i.e. what is equal to
. Let at
mt is at the origin, and
. For system K:

Substituting
and t in the formula for v o

Divide the numerator and denominator by t

This equality expresses the relativistic law of velocity addition. At low speeds
and
we have

those. the relativistic law of velocity addition goes over to the classical
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Physical foundations of mechanics
Terms: Physical foundations of mechanics