In: Finance
You borrow $29,000 to buy a car. You plan to payoff the car within 6 years and the APR on the car loan is 2.99%. Using an excel to create an amortization for this car payment for 72 months. Please print out your excel and turn it in for 6 points extra credit on the test. You need to turn in your own work.
Month | Beginning Balance | Monthly Payment | Interest Paid | Principal Paid | Ending Balance |
1 2 3 ... 72 |
|||||
Total |
To create, amortization table we need to calculate monthly payment
Monthly payment = (Principal * Rate * (1 + Rate)^N) / ((1 + Rate)^N - 1)
here Rate = 2.99% /12 = 0.002492, N = 6 *12= 72
Monthly payment = (29000 * 0.002492 * (1 + 0.002492)^72) / ((1 + 0.002492)^72 -1)
= 440.49
Month | Beginning balance | Monthly payment | Interest paid | Principal Paid | Ending balance |
Beginning balance * Rate | Monthly payment - Interest | Beginning balance - Principal | |||
1 | 29,000.00 | 440.49 | 72.26 | 368.23 | 28,631.77 |
2 | 28,631.77 | 440.49 | 71.34 | 369.15 | 28,262.62 |
3 | 28,262.62 | 440.49 | 70.42 | 370.07 | 27,892.55 |
4 | 27,892.55 | 440.49 | 69.50 | 370.99 | 27,521.56 |
5 | 27,521.56 | 440.49 | 68.57 | 371.92 | 27,149.64 |
6 | 27,149.64 | 440.49 | 67.65 | 372.84 | 26,776.80 |
7 | 26,776.80 | 440.49 | 66.72 | 373.77 | 26,403.03 |
8 | 26,403.03 | 440.49 | 65.79 | 374.70 | 26,028.33 |
9 | 26,028.33 | 440.49 | 64.85 | 375.64 | 25,652.69 |
10 | 25,652.69 | 440.49 | 63.92 | 376.57 | 25,276.12 |
11 | 25,276.12 | 440.49 | 62.98 | 377.51 | 24,898.61 |
12 | 24,898.61 | 440.49 | 62.04 | 378.45 | 24,520.16 |
13 | 24,520.16 | 440.49 | 61.10 | 379.39 | 24,140.76 |
14 | 24,140.76 | 440.49 | 60.15 | 380.34 | 23,760.43 |
15 | 23,760.43 | 440.49 | 59.20 | 381.29 | 23,379.14 |
16 | 23,379.14 | 440.49 | 58.25 | 382.24 | 22,996.90 |
17 | 22,996.90 | 440.49 | 57.30 | 383.19 | 22,613.71 |
18 | 22,613.71 | 440.49 | 56.35 | 384.14 | 22,229.57 |
19 | 22,229.57 | 440.49 | 55.39 | 385.10 | 21,844.47 |
20 | 21,844.47 | 440.49 | 54.43 | 386.06 | 21,458.41 |
21 | 21,458.41 | 440.49 | 53.47 | 387.02 | 21,071.38 |
22 | 21,071.38 | 440.49 | 52.50 | 387.99 | 20,683.40 |
23 | 20,683.40 | 440.49 | 51.54 | 388.95 | 20,294.44 |
24 | 20,294.44 | 440.49 | 50.57 | 389.92 | 19,904.52 |
62 | 4,773.49 | 440.49 | 11.89 | 428.60 | 4,344.89 |
63 | 4,344.89 | 440.49 | 10.83 | 429.66 | 3,915.23 |
64 | 3,915.23 | 440.49 | 9.76 | 430.73 | 3,484.49 |
65 | 3,484.49 | 440.49 | 8.68 | 431.81 | 3,052.68 |
66 | 3,052.68 | 440.49 | 7.61 | 432.88 | 2,619.80 |
67 | 2,619.80 | 440.49 | 6.53 | 433.96 | 2,185.84 |
68 | 2,185.84 | 440.49 | 5.45 | 435.04 | 1,750.80 |
69 | 1,750.80 | 440.49 | 4.36 | 436.13 | 1,314.67 |
70 | 1,314.67 | 440.49 | 3.28 | 437.21 | 877.45 |
71 | 877.45 | 440.49 | 2.19 | 438.30 | 439.15 |
72 | 439.15 | 440.49 | 1.09 | 439.40 | - |
Total | 31,715.28 | 2,715.03 | 29,000.25 |