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How long will money in savings take to double at 5% interest compounded annually? Round the answer to the nearest hundredth of a year. Solve this application using logarithms.
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Lets say the initial money = \(\large x\)
after doubling it would be : \(\large 2x\), and lets say it takes \(\large t\) years to double
use the compound interest formula : \(\large 2x = x(1+0.05)^t\) \(\large 2 = (1.05)^t\)
take log both sides and solve \(\large t\), can u ?
I'm comfused
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