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I figured it out lol....
part b was 100*e^-0.153x and part c was 4.5 billion years or something like that (:
\[\int\limits \frac{ dA }{ A } = \int\limits k dt \] \[Ln[\frac{ [A] }{ [A]_{0} }] = kt \] \[e^{\ln(\frac{ A }{ A_{0} }} = e^{-kt}\] \[\frac{ [A] }{ [A_{0}] } = e^{-kt}\] \[[A_{0}]*e^{-kt} = [A]\]
LOL damn.. well here's some idea of how to get to that formula for half life @haleyelizabeth2017
Woah
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