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how to rewrite Q=Q0 e^-0.3t without e
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take the natural log of both sides and then use the natural log properties to solve for "t" I assume you're solving for?
\(q=q_0e^{-0.3t}\) \(\Rightarrow\) \(ln(q) = ln(q_0)+ln(e^{-0.3t})\) and remember that \(ln(e^{ab}) = ab\)
would that be the final or would it be just ln(q)=ln(q0)+ln(−0.3t)?
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