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how much of 1.0g of I-131 remains after 20 days? (note: t1/2=8.1 days)
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for first order decay, you find the decay constant, k: \[t _{1/2}=\frac{ \ln2 }{ k }\] then you use the exponential decay/growth equation: \[A _{t}=A _{0}*e ^{-kt}\] Ao = initial amount (so 1 g for this question) At= amount after time has elapsed t=time elapsed k= decay constant
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