You’ve arranged a financing package that covers the construction period with a two-year interest only (IO) loan offered at loan-to-value ratio of 80% and an annual interest rate of 6%. Once the building opens, you will pay-off the balance of the IO loan with a 20-year amortizing fixed-rate mortgage (FRM) with payments annually at an annual interest rate of 5%.
Based on this information, answer the following:
(a) Calculation of intital loan balance and annual debt service payment
Total cost of project = $3,000,000
Loan to value ratio = 80%
Interest rate= 6%
Initial loan balance = Total cost of project * Loan to value ratio
= $3,000,000 * 80%
= $2,400,000
Annual debt service payment = Initial loan balance * Interest rate
= $2,400,000 * 6%
= $144,000
(b) Calculation of debt service payment due on 20-year FRM
Debt service payment due of 20-year FRM = [Initial loan balance*r*(1+r)^n] / [(1+r)^n - 1]
= [2,400,000*0.05*(1+0.05)^20] / [(1+0.05)^20 - 1]
= 318,396 / 1.6533
= $192,582.21
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