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211 bytes added ,  02:55, March 28, 2012
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The mass of a neutrino is about 0.44x10<sup>-36</sup>kilograms.  (Normally all of these things are measured in more convenient units such as Giga-electron-Volts, but that makes implicit use of E=mc<sup>2</sup>.  If we don't accept that, we have to do the calculations under classical physics, using SI (meter/kilogram/second) units.)  The neutrinos were accelerated to an energy of about 17GeV, or .27x10<sup>-8</sup>Joules.  Using the classical formula <math>\mathrm{E} = \frac{1}{2}mv^2</math>, we get v=110x10<sup>12</sup>meters per second.  This is about 370,000 times the speed of light.
 
The mass of a neutrino is about 0.44x10<sup>-36</sup>kilograms.  (Normally all of these things are measured in more convenient units such as Giga-electron-Volts, but that makes implicit use of E=mc<sup>2</sup>.  If we don't accept that, we have to do the calculations under classical physics, using SI (meter/kilogram/second) units.)  The neutrinos were accelerated to an energy of about 17GeV, or .27x10<sup>-8</sup>Joules.  Using the classical formula <math>\mathrm{E} = \frac{1}{2}mv^2</math>, we get v=110x10<sup>12</sup>meters per second.  This is about 370,000 times the speed of light.
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However, the classical formula breaks down at speeds close to <math>c</math>, and indeed, as the speed of a massive object approaches <math>c</math>, the object's kinetic energy approaches <math>+\infty</math>.
    
Several scientists have gone on record stating that the neutrinos, which have mass, travel at precisely the speed of light.  This disproves the [[Theory of Relativity]] and the claim that '''E=mc<sup>2</sup>'''.
 
Several scientists have gone on record stating that the neutrinos, which have mass, travel at precisely the speed of light.  This disproves the [[Theory of Relativity]] and the claim that '''E=mc<sup>2</sup>'''.
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