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E=MC^2 : Mathematical derivation of Mass-Energy equivalence equation.
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A mathematical derivation of Mass-Energy equivalence equation of Albert Einstein, E=MC^2.
Kindly note: While taking the integral one has to take the limits and the constant term into account, which need to be gained from experiments. For simplicity, I have not used either of them while taking the integral at the end of the video.
E=Energy
C=Speed of light
m=mass
v=velocity of the mass
F=Force
S=Distance
P=momentum
t=time
w=work or energy
Kindly note: While taking the integral one has to take the limits and the constant term into account, which need to be gained from experiments. For simplicity, I have not used either of them while taking the integral at the end of the video.
E=Energy
C=Speed of light
m=mass
v=velocity of the mass
F=Force
S=Distance
P=momentum
t=time
w=work or energy
E=MC^2 : Mathematical derivation of Mass-Energy equivalence equation.
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