EXHIBIT 5.9 | A Table of Monthly Mortgage Payments (Monthly Payments Necessary to Repay a $10,000 Loan) |
The monthly loan payments on a mortgage vary not only by the amount of the loan, but also by the rate of interest and loan maturity. |
LOAN MATURITY | |||||
Rate of Interest | 10 Years | 15 Years | 20 Years | 25 Years | 30 Years |
5.0% | $106.07 | $79.08 | $66.00 | $58.46 | $53.68 |
5.5 | 108.53 | 81.71 | 68.79 | 61.41 | 56.79 |
6.0 | 111.02 | 84.39 | 71.64 | 64.43 | 59.96 |
6.5 | 113.55 | 87.11 | 74.56 | 67.52 | 63.21 |
7.0 | 116.11 | 89.88 | 77.53 | 70.68 | 66.53 |
7.5 | 118.71 | 92.71 | 80.56 | 73.90 | 69.93 |
8.0 | 121.33 | 95.57 | 83.65 | 77.19 | 73.38 |
8.5 | 123.99 | 98.48 | 86.79 | 80.53 | 76.90 |
9.0 | 126.68 | 101.43 | 89.98 | 83.92 | 80.47 |
9.5 | 129.40 | 104.43 | 93.22 | 87.37 | 84.09 |
10.0 | 132.16 | 107.47 | 96.51 | 90.88 | 87.76 |
10.5 | 134.94 | 110.54 | 99.84 | 94.42 | 91.48 |
11.0 | 137.76 | 113.66 | 103.22 | 98.02 | 95.24 |
Note: To use: (1) Divide amount of the loan by $10,000, (2) find the loan payment amount in the table for the specific interest rate and maturity, and (3) multiply the amount from Step 1 by the amount from Step 2. |
Find the monthly mortgage payments on the following mortgage loans using either your calculator or the table above.
a) Loan amount = $80,000 @ 6.5% for 30 years
Step 1 = 80000 / 10000 = 8
Step 2 = for 6.5% and 30 years , loan payment = 63.21
Step 3 = 63.21 * 8 = $505.68
For $80,000 at 6.5% for 30 years, monthly payment will be $505.68
b)
Loan amount = $105,000 @ 5.5% for 20 years
Step 1 = 105000 / 10000 = 10.5
Step 2 = for 5.5% and 20 years , loan payment = 68.79
Step 3 = 68.79 * 10.5 = $722.30
For $105000 at 5.5% for 20 years , monthly payment will be $722.30
c)
Loan amount = $95,000 @ 5% for 15 years
Step 1 = 95000 / 10000 = 9.5
Step 2 = for 5% and 15 years , loan payment = $79.08
Step 3 = 9.5 * 79.08 = $751.26
For $95000 at 5% for 15 years , monthly payment will be $751.26
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