Find the principal invested if $800 interest was earned in 8 years at an interest rate of 4%.
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The usual interpretation of 12.5% compounded binannually would be half the interest rate (6.25%) added every six months.
$100 invested at the start of the year would attract $100 * 0.0625 = $6.25 after 6 months, and that $6.25 would itself attract interest in the second half of the year:
So:
t= 0 months - $100
t = 6 months $(100 * 1.0625) = $106.25
t = 12 months $(106.25 * 1.0625) = $112.89
By contrast, 12.5% compounded annually would give $112.5; 39c less than the bi-annual compounding.
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