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urgent help needed pls help

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1 Attachment
is uninhibited decay the same as exponential decay ?
i am not sure @UnkleRhaukus

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Other answers:

\[\big[\text{NaCl}\big](t) = \big[\text{NaCl}\big]_0e^{-t/\tau}\]
\[\frac{\big[\text{NaCl}\big](t)}{\big[\text{NaCl}\big]_0} = e^{-t/\tau}\\ \ln\tfrac{\big[\text{NaCl}\big](t)}{\big[\text{NaCl}\big]_0} = -t/\tau\\ \tau\ln\tfrac{\big[\text{NaCl}\big]_0}{\big[\text{NaCl}\big](t)} = t\\\tau = \frac t{\ln\tfrac{\big[\text{NaCl}\big]_0}{\big[\text{NaCl}\big](t)}}\]
what do you think?
@UnkleRhaukus i don't get what u wrote
any of it?
do you know where i got the original equation from ?
\[A=A _{0}e ^{-kt}\]
@UnkleRhaukus pls could u help with this question
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tangent negative, sin positive puts you in quadrant II
@UnkleRhaukus for the above question pls can u draw the equation because the equation u wrote is in wierd computer language form its really urgent pls help thanks
i found \[\tau=\tfrac1k\sim1 \text{day} \]

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