I was always taught that mass was how much matter something is made of, but I recently read that it is how resistant an object is to acceleration; as such, you could add mass to an object by increasing its energy, even though you aren't really adding any matter. Which is correct?
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Mass is a constant that relates how momentum and energy are balanced.
In prerelativistic physics, energy is $mc^2+p^2/2m$ and in relativistic physics energy satisfies $E=\sqrt{(cp)^2+(mc^2)^2}$ and the former is approximately equal to the latter when $|pc|\ll mc^2.$
Timaeus
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Mass is not the amount of matter present in a body (this is what most books say).
It is actually the measure of inertia of a body.
Therefore, by increasing its energy, you increase inertia. So, mass is also increased, even though there is no exchange of matter.
Hope I helped you.
PCM
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