Undergrad What does E(nergy) = m(ass) (times c^2) mean?

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Inertia mass (m) is distinct from matter and relates to energy (E) through the principle of mass-energy equivalence, where matter can be converted into energy, as seen in nuclear reactions. When a body with rest mass m is transformed into energy, it can release energy in forms like gamma radiation. Conversely, energy can also contribute to the mass of a system in its rest frame. Finding quality explanations online can be challenging, but there are numerous resources available that cater to different learning styles. Understanding these concepts is crucial for grasping the fundamentals of physics and their applications in nuclear technology.
sayetsu
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I know m isn't matter; it's inertial mass, but I don't know what that means or how it "equals" energy. I've never found an explanation I understood, so I thought I'd try asking here. Matter can be converted to energy, though, right? That's how nuclear bombs work, or hydrogen bombs...my recollection's a little fuzzy.
 
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Can you not find a good explanation on line?
 
It means that a body of rest mass ##m## releases energy ##E## if converted to some form without rest mass (e.g. gamma radiation). Or alternatively that energy ##E## contributes ##m## to the mass of some system in its rest frame.
 
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Hi Sayetsu

There are literally hundreds of videos you can find; the challenge is finding the "good" ones - which will differ for most people depending on background etc

Based on your question I would try these two (in this order)
Special Relativity (E = mc2) Explained A Four minute reminder of what you asked

Why E=mc² is wrong An extra 6 minutes that either reminds you / tells you that there's a bit more to the formula that doesn't often get discussed.
 
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