The energy-time uncertainty principle says
"\u0394E\u0394t\u2265\u210f\/2."
Hence, the minimum range of energies of the resulting photons that are emitted
"\u0394E= \n\\frac\n\u210f{2\u0394t}\n\u200b\t\n = \\frac\n{1.05\u00d710 \n^{\u221234}}{2\\times10^{-8}}\n \n\u200b\t\n =5.25\u00d710 \n^{\u221227}\n J."
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