8. A 2.71 g sample of KCl is found to be radioactive. It is decaying at a rate of 4490
Bq. The decay is traced to an isotope of potassium 40K, which constitutes 1.17% of
normal potassium. Calculate the half life of this nuclide.
"A=\\eta \\frac m M N_A\\frac{\\ln 2}{T^{1\/2}},\\implies"
"T^{1\/2}=\\frac{\\eta mN_A \\ln2}{AM}=1.25\\cdot 10^9~"years.
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