Prove that E = 1/2 mc²
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E^2 = (mc^2)^2 + p^2c^2
Where ‘p’ is the momentum of the particle. This extra term p^2c^2 comes purely due to motion of the particle. If speed of the particle = 0 , then p=0 and this term goes to zero. This gives us back E = mc^2
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This shows us that mc^2 energy is not due to motion or Kinetic Energy, it is an intrinsic energy of the particle.
E^2 = (mc^2)^2 + p^2c^2
Where ‘p’ is the momentum of the particle. This extra term p^2c^2 comes purely due to motion of the particle. If speed of the particle = 0 , then p=0 and this term goes to zero. This gives us back E = mc^2
Hope it helpful
This shows us that mc^2 energy is not due to motion or Kinetic Energy, it is an intrinsic energy of the particle.
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