Selecting Mortgage Terms
The term of a mortgage is the period used to calculate the mortgage payment. It should be distinguished from the maturity, which is the period until the final payment is due. On most mortgages they are the same, but on some the maturity is shorter. This is true of balloon mortgages, for example, where the term is usually 30 years but the borrower must make a final "balloon" payment in 5 or 7 years.
Mortgage Payment Per $100,000 of Loan Amount: |
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Term |
6.00% |
6.25% |
6.50% |
6.75% |
7.00% |
7.25% |
7.50% |
5 Years |
$1933 |
$1945 |
$1957 |
$1968 |
$1980 |
$1992 |
$2004 |
10 Years |
1110 |
1121 |
1135 |
1148 |
1161 |
1174 |
1187 |
15 Years |
844 |
857 |
871 |
885 |
899 |
913 |
927 |
20 Years |
716 |
731 |
746 |
760 |
775 |
790 |
806 |
25 Years |
644 |
660 |
675 |
691 |
707 |
723 |
739 |
30 Years |
600 |
616 |
632 |
649 |
665 |
682 |
699 |
40 Years |
550 |
568 |
585 |
603 |
621 |
640 |
658 |
Int Only |
500 |
521 |
542 |
563 |
583 |
604 |
625 |
For example, at 6% extending the term from 10 years to 20 years reduces the payment by $394 but extending it to 30 years and 40 years reduces the payment by only $116 and $50, respectively. The furthest you can possibly go in extending the term is to infinity, which is an interest-only loan -- you never repay any part of the loan. On a 6% loan, the monthly interest is $500, just $50 less than the payment at 40 years.
Extending the term to reduce the payment also becomes less effective at higher interest rates. For example, at 6% extending the term from 20 to 30 years reduces the payment by $116 but at 12% the reduction is only $72. Where the interest payment at 6% is $50 less than the payment at 40 years, at 12% the interest payment is only $8 less than the payment at 40 years.
Borrowers
who want to build equity in their home as quickly as possible select
the shortest term they can afford. As illustrated in the table below,
the shorter the term, the more rapid the increase in equity. For
example, after 10 years the borrower with a 15-year term at 7% has
repaid 54.6% of the original balance whereas the borrower with a
30-year term at the same rate has repaid only 14.2% of the balance.
Since 15-year loans usually carry a lower rate than 30-year loans, this
understates the difference in the rate of equity buildup.
Percent of Loan Balance Repaid After Specified Periods at 7% |
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Term |
After 5 Years |
After 10 Years |
After 15 Years |
After 20 Years |
After 25 Years |
After 30 Years |
After 40 Years |
5 Years |
100.0% |
100% |
100% |
100% |
100% |
100% |
100% |
10 Years |
41.4% |
100% |
100% |
100% |
100% |
100% |
100% |
15 Years |
22.6% |
54.6% |
100% |
100% |
100% |
100% |
100% |
20 Years |
13.7% |
33.2% |
60.8% |
100% |
100% |
100% |
100% |
25 Years |
8.8% |
21.4% |
39.1% |
64.3% |
100% |
100% |
100% |
30 Years |
5.9% |
14.2% |
26.0% |
42.7% |
66.4% |
100% |
100% |
40 Years |
2.7% |
6.6% |
12.1% |
19.8% |
30.9% |
46.5% |
100.0 |
There is one situation where an equity-building borrower who can afford the payment on a shorter term might select a longer term. A borrower with attractive investment opportunities, such as a family business or the stock market, might select a longer term and invest the mortgage payment savings in high-yield investments. Since the rate on longer term loans is usually higher than the rate on shorter- term loans, however, the borrower must stay with the longer term loan long enough for the high earnings on the savings in the payment to offset the loss from the higher mortgage rate.
The tables below show how long you must stay with a 7% 30-year mortgage to come out ahead of a shorter-term mortgage carrying a lower rate when the difference in payment is invested to earn a return higher than 7%. For example, if you can invest current cash flow to earn 12%, and your alternative to a 7% 30-year loan is a 15-year loan at 6.75%, you will come out ahead if you stay more than 41 months.
Number of Months to Break Even in Selecting a 30-Year 7% Mortgage Over Shorter-Term Mortgages Carrying Lower Rates
Rate on Short-term Mortgage 6.75%: |
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Shorter Term Loan |
8% Return on Savings |
10% Return on Savings |
12% Return on Savings |
14% Return on Savings |
16% Return on Savings |
10 Years |
75 months |
31 Months |
20 Months |
15 Months |
12 Months |
15 Years |
144 |
63 |
41 |
30 |
24 |
20 Years |
274 |
124 |
81 |
61 |
49 |
25 Years |
None |
296 |
204 |
156 |
126 |
|
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Shorter Term Loan |
8% Return on Savings |
10% Return on Savings |
12% Return on Savings |
14% Return on Savings |
16% Return on Savings |
10 Years |
44 Months |
17 Months |
11 Months |
9 Months |
7 Months |
15 Years |
87 |
34 |
22 |
16 |
13 |
20 Years |
166 |
69 |
44 |
32 |
26 |
25 Years |
None |
165 |
109 |
81 |
65 |







