Suppose that one has a present loan of $1,000 and desires to determine what equivalent uniform EOY payments, A, could be obtained from it for 15 years if the nominal interest rate is 14.2% compounded continuously (M =∞).
=$1000(P/F,4.9%,20)+$1000x0.03(P/A,4.9%,20)=384.1+377.06=$761.16= \$1000 (P/F, 4.9\%, 20) + \$1000x0.03(P/A, 4.9\%, 20)\\ = 384.1 + 377.06 = \$761.16=$1000(P/F,4.9%,20)+$1000x0.03(P/A,4.9%,20)=384.1+377.06=$761.16
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