I don't know what the original problem was, but if the doubling time is 24 days, the formula for the amount present after t days is
A(t) = Ao * 2^(t/24)
Since 2 = e^ln2, that is equivalent to
A(t) = Ao * e^(ln2/24 t)
I need help finding the correct formula after finding the doubling time and continuous percentage. I got the doubling time of 24 days and the continuous percentage of 2.89%.
Homework asking use the doubling time to find the continuous percent growth rate and give a formula of the function.
For the formula it says round all coefficients to 4 decimal places if required.
I attempted to do it but I don't think my method is working
I put P = ln(2) / 24
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