Initial number of nuclei is "N_0=15 dmp \/g"
Final number of nuclei is "N=10 dmp\/g"
The number of nuclei present after time t is
"N=N_0e^{-\\frac{t ln2}{T_{1\/2}}}"
"10=15e^{-\\frac{t ln2}{5730}}"
"t=3352 years"
So the age is "t=3352 years"
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