Course 3 on Lorentz-Four-Contractions, Session 9, Part 1

What other parameters of physical attribution are effected by their change in differentiation relative to light? The amount of "stuff" that a physical object has in terms of subatomic particles based on the given gravitational field, the more mass that that object has. If two objects of the same mass were placed in different gravitational fields, then the weight that the two objects would have would be different. Weight is a measure of the force that an object has when it is resting on a measuring device, while mass is the amount of "stuff" relative to its velocity relative to the velocity of light that that object has based on a given standard. So, since weight is arbitrarily dependent upon the pull that other masses have placed upon an object, weight is not a parameter of physical attribution that is souly based on the condition of the object itself. Mass, however, has to do with the actual amount of material that that object has. Therefore, mass is a parameter of a given object that is uniformly effected when that given object changes in velocity relative to light (based on the speed of light that is standard in the given medium that the given light is traveling in). How does mass change when the object at hand changes in velocity relative to light? The faster a massive object travels, right up to yet not including the velocity of light, the more mass that it has. If follows this rule: m=(1/(1-(v^2/c^2)^.5)).