problem 15.23B
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Re: problem 15.23B
ln(At)/(Ainitial)=-kt
When you do ln(A initial)/(At), the swap of the numerator and denominator makes ln(A initial)/(At)=kt
When you do ln(A initial)/(At), the swap of the numerator and denominator makes ln(A initial)/(At)=kt
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Re: problem 15.23B
ln[A]t-ln[A]0=-kt If you divide both sides of this equation by -1 then you get -[A]t+[A]0=kt which can be rewritten as [A]0-[A]t=kt. According to log rules, this equation can be rewritten as ln[A]0/ln[A]t=kt
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Re: problem 15.23B
You can also just use [A]=[A]initial * e^-kt, which is just a simplified verision of the ln[A]=-kt+ln[A]initial equation
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