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As part of his retirement planning, Mr. Martin purchases an annuity that pays 4% compounded semi-annually. If the semiannual payment is $8,000, how much will Mr. Martin have saved in 10 years, correct to the nearest whole dollar?
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Saved amount in 10 years is found from the following assuming the 4% is an annual rate of interest: Saved amount = S = 8000(1 + (0.04/2))^(10*2) \[S=8000\times(1+0.02)^{20}\] S = $11,888 to the nearest dollar
I found as $$194,379
How did you find that result? Did you calculate in the same way that I did. Also there is an error in the posting of your result. Please check.
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