A debt of 40 000 is to amortized with 8 000 being paid at the end of each quarter .The interest rate is 16% compounded quarterly.Construct an amortization schedule
"PV = PMT \\frac{1-(1+i)^{-n}}{i}"
number of payments:
"n=-\\frac{ln(1-PVi\/PMT)}{ln(1+i)}=-\\frac{ln(1-40000\\cdot0.04\/8000)}{ln(1+0.16\/4)}=5.69\\approx6"
Interest Paid = i * Remaining Principal
Principal Repaid = Payment Amount – Interest Paid
Remaining Principal = Remaining Principal (from the previous row) – Principal Paid
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