In: Accounting
Assume you are to borrow money, the loan amount, at an annual interest rate to be paid in equal installments each period.
| 
 Installment Loan Schedule  | 
 | 
|||||
| Loan Amount | $25,000 | |||||
| Annual Interest Rate | 9.90% | |||||
| Periods per year | 12 | |||||
| Years to payback | 5 | |||||
| See Table B.3 in book. | ||||||
| Factor | 47.17454194 | FACTOR = [1 - (1 / ((1 + R)^n)]/ R | ||||
| Equal Payments | $529.95 | let R = period interest rate | ||||
| let n = number of periods to payback loan | ||||||
| Number of periods: | 60 | |||||
| Reduction | ||||||
| Period | Payment | Interest Exp | in Principal | Principal | ||
| Borrowed money | $25,000.00 | |||||
| 
 Period  | 
 Payment (A) [Installment amount = $529.95]  | 
 Interest Exp [B = (D x 9.9%)x1/12]  | 
 Reduction in Principal [C= A – B]  | 
 Borrowed money Principal [D = D – C]  | 
| 
 $ 25,000.00  | 
||||
| 
 1  | 
 $ 529.95  | 
 $ 206.25  | 
 $ 323.70  | 
 $ 24,676.30  | 
| 
 2  | 
 $ 529.95  | 
 $ 203.58  | 
 $ 326.37  | 
 $ 24,349.93  | 
| 
 3  | 
 $ 529.95  | 
 $ 200.89  | 
 $ 329.06  | 
 $ 24,020.87  | 
| 
 4  | 
 $ 529.95  | 
 $ 198.17  | 
 $ 331.78  | 
 $ 23,689.09  | 
| 
 5  | 
 $ 529.95  | 
 $ 195.43  | 
 $ 334.52  | 
 $ 23,354.57  | 
| 
 6  | 
 $ 529.95  | 
 $ 192.68  | 
 $ 337.27  | 
 $ 23,017.30  | 
| 
 7  | 
 $ 529.95  | 
 $ 189.89  | 
 $ 340.06  | 
 $ 22,677.24  | 
| 
 8  | 
 $ 529.95  | 
 $ 187.09  | 
 $ 342.86  | 
 $ 22,334.38  | 
| 
 9  | 
 $ 529.95  | 
 $ 184.26  | 
 $ 345.69  | 
 $ 21,988.69  | 
| 
 10  | 
 $ 529.95  | 
 $ 181.41  | 
 $ 348.54  | 
 $ 21,640.14  | 
| 
 11  | 
 $ 529.95  | 
 $ 178.53  | 
 $ 351.42  | 
 $ 21,288.73  | 
| 
 12  | 
 $ 529.95  | 
 $ 175.63  | 
 $ 354.32  | 
 $ 20,934.41  | 
| 
 13  | 
 $ 529.95  | 
 $ 172.71  | 
 $ 357.24  | 
 $ 20,577.17  | 
| 
 14  | 
 $ 529.95  | 
 $ 169.76  | 
 $ 360.19  | 
 $ 20,216.98  | 
| 
 15  | 
 $ 529.95  | 
 $ 166.79  | 
 $ 363.16  | 
 $ 19,853.82  | 
| 
 16  | 
 $ 529.95  | 
 $ 163.79  | 
 $ 366.16  | 
 $ 19,487.66  | 
| 
 17  | 
 $ 529.95  | 
 $ 160.77  | 
 $ 369.18  | 
 $ 19,118.48  | 
| 
 18  | 
 $ 529.95  | 
 $ 157.73  | 
 $ 372.22  | 
 $ 18,746.26  | 
| 
 19  | 
 $ 529.95  | 
 $ 154.66  | 
 $ 375.29  | 
 $ 18,370.97  | 
| 
 20  | 
 $ 529.95  | 
 $ 151.56  | 
 $ 378.39  | 
 $ 17,992.58  | 
| 
 21  | 
 $ 529.95  | 
 $ 148.44  | 
 $ 381.51  | 
 $ 17,611.07  | 
| 
 22  | 
 $ 529.95  | 
 $ 145.29  | 
 $ 384.66  | 
 $ 17,226.41  | 
| 
 23  | 
 $ 529.95  | 
 $ 142.12  | 
 $ 387.83  | 
 $ 16,838.58  | 
| 
 24  | 
 $ 529.95  | 
 $ 138.92  | 
 $ 391.03  | 
 $ 16,447.55  | 
| 
 25  | 
 $ 529.95  | 
 $ 135.69  | 
 $ 394.26  | 
 $ 16,053.29  | 
| 
 26  | 
 $ 529.95  | 
 $ 132.44  | 
 $ 397.51  | 
 $ 15,655.78  | 
| 
 27  | 
 $ 529.95  | 
 $ 129.16  | 
 $ 400.79  | 
 $ 15,254.99  | 
| 
 28  | 
 $ 529.95  | 
 $ 125.85  | 
 $ 404.10  | 
 $ 14,850.89  | 
| 
 29  | 
 $ 529.95  | 
 $ 122.52  | 
 $ 407.43  | 
 $ 14,443.46  | 
| 
 30  | 
 $ 529.95  | 
 $ 119.16  | 
 $ 410.79  | 
 $ 14,032.67  | 
| 
 31  | 
 $ 529.95  | 
 $ 115.77  | 
 $ 414.18  | 
 $ 13,618.49  | 
| 
 32  | 
 $ 529.95  | 
 $ 112.35  | 
 $ 417.60  | 
 $ 13,200.89  | 
| 
 33  | 
 $ 529.95  | 
 $ 108.91  | 
 $ 421.04  | 
 $ 12,779.85  | 
| 
 34  | 
 $ 529.95  | 
 $ 105.43  | 
 $ 424.52  | 
 $ 12,355.33  | 
| 
 35  | 
 $ 529.95  | 
 $ 101.93  | 
 $ 428.02  | 
 $ 11,927.31  | 
| 
 36  | 
 $ 529.95  | 
 $ 98.40  | 
 $ 431.55  | 
 $ 11,495.76  | 
| 
 37  | 
 $ 529.95  | 
 $ 94.84  | 
 $ 435.11  | 
 $ 11,060.66  | 
| 
 38  | 
 $ 529.95  | 
 $ 91.25  | 
 $ 438.70  | 
 $ 10,621.96  | 
| 
 39  | 
 $ 529.95  | 
 $ 87.63  | 
 $ 442.32  | 
 $ 10,179.64  | 
| 
 40  | 
 $ 529.95  | 
 $ 83.98  | 
 $ 445.97  | 
 $ 9,733.67  | 
| 
 41  | 
 $ 529.95  | 
 $ 80.30  | 
 $ 449.65  | 
 $ 9,284.02  | 
| 
 42  | 
 $ 529.95  | 
 $ 76.59  | 
 $ 453.36  | 
 $ 8,830.66  | 
| 
 43  | 
 $ 529.95  | 
 $ 72.85  | 
 $ 457.10  | 
 $ 8,373.57  | 
| 
 44  | 
 $ 529.95  | 
 $ 69.08  | 
 $ 460.87  | 
 $ 7,912.70  | 
| 
 45  | 
 $ 529.95  | 
 $ 65.28  | 
 $ 464.67  | 
 $ 7,448.03  | 
| 
 46  | 
 $ 529.95  | 
 $ 61.45  | 
 $ 468.50  | 
 $ 6,979.53  | 
| 
 47  | 
 $ 529.95  | 
 $ 57.58  | 
 $ 472.37  | 
 $ 6,507.16  | 
| 
 48  | 
 $ 529.95  | 
 $ 53.68  | 
 $ 476.27  | 
 $ 6,030.89  | 
| 
 49  | 
 $ 529.95  | 
 $ 49.75  | 
 $ 480.20  | 
 $ 5,550.70  | 
| 
 50  | 
 $ 529.95  | 
 $ 45.79  | 
 $ 484.16  | 
 $ 5,066.54  | 
| 
 51  | 
 $ 529.95  | 
 $ 41.80  | 
 $ 488.15  | 
 $ 4,578.39  | 
| 
 52  | 
 $ 529.95  | 
 $ 37.77  | 
 $ 492.18  | 
 $ 4,086.21  | 
| 
 53  | 
 $ 529.95  | 
 $ 33.71  | 
 $ 496.24  | 
 $ 3,589.97  | 
| 
 54  | 
 $ 529.95  | 
 $ 29.62  | 
 $ 500.33  | 
 $ 3,089.64  | 
| 
 55  | 
 $ 529.95  | 
 $ 25.49  | 
 $ 504.46  | 
 $ 2,585.18  | 
| 
 56  | 
 $ 529.95  | 
 $ 21.33  | 
 $ 508.62  | 
 $ 2,076.55  | 
| 
 57  | 
 $ 529.95  | 
 $ 17.13  | 
 $ 512.82  | 
 $ 1,563.74  | 
| 
 58  | 
 $ 529.95  | 
 $ 12.90  | 
 $ 517.05  | 
 $ 1,046.69  | 
| 
 59  | 
 $ 529.95  | 
 $ 8.64  | 
 $ 521.31  | 
 $ 525.37  | 
| 
 60  | 
 $ 529.95  | 
 $ 4.33  | 
 $ 525.62  | 
 $ (0.24)  |