Answer
$18$ years
Work Step by Step
Use the exponential decay model with the equation $m(t)=m_0\cdot 2^{-t/h}$
with the given numbers $h=28,m_0=50, m(t)=32$, we have $32=50\times2^{-t/28}$,
thus $t=-28log_2(32/50)\approx18$ years
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