In: Finance
A loan is to be repaid over 30 years, with month-end repayments of 8,000. If the interest rate is 3.8% p.a. compounded monthly. Calculate the interest paid for year 10. Correct your answer to the nearest cent without any units. (Do not use "$" or "," in your answer. e.g. 12345.67)
Interest paid in year 10 is 51961.79
Below is the amortization schedule for 10th year
Payment | Loan beginning balance | Payment | Interest payment | Principal payment | Loan ending balance |
109 | $13,87,461.36 | $8,000.00 | $4,393.63 | $3,606.37 | $13,83,854.99 |
110 | $13,83,854.99 | $8,000.00 | $4,382.21 | $3,617.79 | $13,80,237.20 |
111 | $13,80,237.20 | $8,000.00 | $4,370.75 | $3,629.25 | $13,76,607.95 |
112 | $13,76,607.95 | $8,000.00 | $4,359.26 | $3,640.74 | $13,72,967.20 |
113 | $13,72,967.20 | $8,000.00 | $4,347.73 | $3,652.27 | $13,69,314.93 |
114 | $13,69,314.93 | $8,000.00 | $4,336.16 | $3,663.84 | $13,65,651.10 |
115 | $13,65,651.10 | $8,000.00 | $4,324.56 | $3,675.44 | $13,61,975.66 |
116 | $13,61,975.66 | $8,000.00 | $4,312.92 | $3,687.08 | $13,58,288.58 |
117 | $13,58,288.58 | $8,000.00 | $4,301.25 | $3,698.75 | $13,54,589.83 |
118 | $13,54,589.83 | $8,000.00 | $4,289.53 | $3,710.47 | $13,50,879.36 |
119 | $13,50,879.36 | $8,000.00 | $4,277.78 | $3,722.22 | $13,47,157.15 |
120 | $13,47,157.15 | $8,000.00 | $4,266.00 | $3,734.00 | $13,43,423.15 |