Given:
Principal Value of Loan (PV) = $5,000,000
Rate of Interest = 6% p.a. i.e., 0.5% p.m
Duration = 8 years payable monthly i.e., 96 months
Present Value Annuity Factor (PVAF)(96 months, 0.5%) = 1/1.0051 + 1/1.0052 + ........1/1.00596 = 76.0952183
a) Monthly Payment = PV / PVAF(96 months, 0.5%)
=5000000/76.0952183
= $65,707.151
b) Effective Annual Rate = {1 + (interest rate/no. of compoundings during the year)}no. of compoundings during the year-1
= {1 + (0.06/12)}12 -1
={1.005}12 - 1
=1.06167781 - 1
= 0.06167781 i.e., 6.17% p.a
Get Answers For Free
Most questions answered within 1 hours.