How did Einstein calculate the mass energy equation E = MC2?

E=W=FS=mavt=mvv=mcc.
(F=ma:S=vt:V=at:V(max)=c)

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1. What is the detailed derivation process of Einstein's mass energy equation?
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3. Explain that E = MC2 When we see Einstein's mass energy formula e = MC2, can we explain its derivation process and application in a more understandable language? How can we deduce that an object cannot move faster than the speed of light? M = M0 / root sign [1 - (V / C) ^ 2] (M0 is the static mass of the object, V is the moving speed of the object, C is the speed of light, M is the moving mass of the object) how do you get it?
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11. How to deduce Einstein's mass energy equation? Is it reasonable to deduce e = HF = H / (C / in) = H / (C / (H / MV)) = MC2 according to Planck's photon energy formula? I think about it myself,
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