You plan to invest in bonds that pay 4.0%, compounded
annually. If you invest $20,000 today, how many years will it take
for your investment to grow to $30,000? *
A. 5.37.
B. 7.74.
C. 8.27.
D. 10.34.
E. None of the above.
We have the compound interest formula:
Where,
A = Amount at the end of the period
P = Principal amount invested
i = rate of interest in decimal form
n = number of years
Therefore,
Now, taking log10 on both sides, we get:
Therefore, the answer is D.10.34 years.
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