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1 byte added ,  00:52, November 12, 2012
At least let's have Avogadro's number stated correctly.
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Radium-226 decays into Radon-222 by emission of an alpha particle with an energy of 4.78 MeV.
 
Radium-226 decays into Radon-222 by emission of an alpha particle with an energy of 4.78 MeV.
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1 kg of Radium-226 = <math>\frac{.622 \times 10^{27}}{226.0254}</math> atoms.  (The numerator is Avogadro's number, and the denominator is the atomic weight of Radium-226.)  This is 2.6643647 * 10<sup>24</sup> atoms.
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1 kg of Radium-226 = <math>\frac{6.022 \times 10^{23}}{226.0254}</math> atoms.  (The numerator is [[Avogadro's number]], and the denominator is the atomic weight of Radium-226.)  This is 2.6643647 * 10<sup>24</sup> atoms.
    
That number of Radon-222 atoms has mass .98226836 kg.  That number of alpha particles has mass .01770863 kg.
 
That number of Radon-222 atoms has mass .98226836 kg.  That number of alpha particles has mass .01770863 kg.
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Also, Radon-222 decays into Polonium-218 by emission of an alpha particle with an energy of 5.49 MeV.
 
Also, Radon-222 decays into Polonium-218 by emission of an alpha particle with an energy of 5.49 MeV.
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1 kg of Radon-222 = <math>\frac{.622 \times 10^{27}}{222.0176}</math> atoms.  This is 2.7124611 * 10<sup>24</sup> atoms.
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1 kg of Radon-222 = <math>\frac{6.022 \times 10^{23}}{222.0176}</math> atoms.  This is 2.7124611 * 10<sup>24</sup> atoms.
    
That number of Polonium-218 atoms has mass .98194467 kg.  That number of alpha particles has mass .01802830 kg.
 
That number of Polonium-218 atoms has mass .98194467 kg.  That number of alpha particles has mass .01802830 kg.
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This is a common way that scientific discoveries are made.  But, as stated above, this is not how E=mc&sup2; was discovered.  But it could have been. But in the event, it wasn't.
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This is a common way that scientific discoveries are made.  But, as stated above, this is not how E=mc&sup2; was discovered.  But it could have been. But in fact, it wasn't.
    
==See also==
 
==See also==
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