Find the amortization table for a $23,000 loan amortized in five annual payments if the interest rate is 8.5% per year compounded annually. (Round your answers to the nearest cent.)
The amount of the loan (principal) is: L=23000, the interest rate r=0.085, and the term is for n=5 years.
The annual payments are therefore : 471.88 * 12 = 5662.56
The following table shows the amortization schedule for this loan:
Year | Payment | Interest | Principal | Balance |
0 | 23000 | |||
1 | 5662.56 | 1807.09 | 3855.47 | 251263.7 |
2 | 5662.56 | 1466.32 | 4196.26 | 202811.6 |
3 | 5662.56 | 1095.39 | 4567.17 | 150076.8 |
4 | 5662.56 | 691.7 | 4970.86 | 92680.73 |
5 | 5662.56 | 252.32 | 5410.24 | 30211.36 |
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