Question 1109898
6% for 12 years,...
Assuming continuous compounding


{{{4300*e^(12*0.06)}}}


{{{8834}}}

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If you are asking for the use of Rule of 72, then the doubling time is what is expected to be estimated.

t, the time to double
r, the percent growth rate, AS PERCENT

{{{t=ln(2)/ln(1+r/100)=approximately=72/r}}}


but your question was, "about how much would you expect to have after those 12 years"; nothing about doubling was asked.


{{{t=72/6}}}

{{{t=12}}}------the estimated time for doubling using this approximation rule is about 12 years.