15 Year Mortgage Calculator
Borrow $350,000 for 15 years at 6.1% and you'll pay about $2,972 a month and roughly $185,039 in lifetime interest. Stretch that same $350,000 across 30 years at 6.7% — a realistic rate gap, since shorter terms price lower — and the payment falls to about $2,258, but total interest balloons to roughly $463,050. That's a $278,000 difference in interest for a $714 difference in monthly payment. A 15 year mortgage calculator exists to make that trade visible before you commit to it: enter your own loan amount and rate below, and the tool returns your exact payment, your lifetime interest, and a month-by-month breakdown of how fast the balance falls.
This page walks through the math behind those numbers, the cases for and against the shorter term, and how to use the calculator to test a middle path — keeping a 30-year loan but paying it like a 15.
Try the 15 Year Mortgage Calculator
Extra Payments (optional)
Taxes, Insurance, HOA & PMI
PMI is waived — down payment is 20% or more.
Estimated Monthly Payment
$2,506
Principal & Interest
$2,023
Taxes + Insurance + HOA + PMI
$483
Total Interest Paid
$408,142
Payoff Date
Jul 2056
Remaining Balance Over Time
| Year | Principal Paid | Interest Paid | Ending Balance | |
|---|---|---|---|---|
| 1 | $3,577 | $20,695 | $316,423 | |
| 2 | $3,816 | $20,455 | $312,607 | |
| 3 | $4,072 | $20,200 | $308,535 | |
| 4 | $4,345 | $19,927 | $304,191 | |
| 5 | $4,636 | $19,636 | $299,555 | |
| 6 | $4,946 | $19,325 | $294,609 | |
| 7 | $5,277 | $18,994 | $289,332 | |
| 8 | $5,631 | $18,641 | $283,701 | |
| 9 | $6,008 | $18,264 | $277,694 | |
| 10 | $6,410 | $17,861 | $271,284 | |
| 11 | $6,839 | $17,432 | $264,444 | |
| 12 | $7,297 | $16,974 | $257,147 | |
| 13 | $7,786 | $16,485 | $249,361 | |
| 14 | $8,308 | $15,964 | $241,053 | |
| 15 | $8,864 | $15,407 | $232,189 | |
| 16 | $9,458 | $14,814 | $222,732 | |
| 17 | $10,091 | $14,180 | $212,641 | |
| 18 | $10,767 | $13,505 | $201,874 | |
| 19 | $11,488 | $12,784 | $190,386 | |
| 20 | $12,257 | $12,014 | $178,129 | |
| 21 | $13,078 | $11,193 | $165,051 | |
| 22 | $13,954 | $10,317 | $151,097 | |
| 23 | $14,888 | $9,383 | $136,208 | |
| 24 | $15,886 | $8,386 | $120,323 | |
| 25 | $16,949 | $7,322 | $103,373 | |
| 26 | $18,085 | $6,187 | $85,289 | |
| 27 | $19,296 | $4,976 | $65,993 | |
| 28 | $20,588 | $3,683 | $45,405 | |
| 29 | $21,967 | $2,305 | $23,438 | |
| 30 | $23,438 | $833 | $0 |
The Same Loan, Two Very Different Price Tags
The cleanest way to understand a 15-year term is to hold everything constant except the term and the rate it earns you. Here is the $350,000 example from the introduction, side by side — every figure below is reproducible in the calculator on this page:
| 15-Year at 6.1% | 30-Year at 6.7% | |
|---|---|---|
| Monthly principal & interest | $2,972.44 | $2,258.47 |
| Total interest over the loan | $185,039 | $463,050 |
| Balance remaining after 5 years | $266,531 | $328,382 |
| Years until half the loan is repaid | ~9.2 (month 110) | ~21.6 (month 259) |
| Total of all payments | $535,039 | $813,050 |
Two things drive the gap. First, interest has half as many years to accrue. Second, each 15-year payment retires principal far faster, so every subsequent month's interest is charged on a smaller balance. Notice the five-year row: the shorter term has already cleared $83,469 of principal while the 30-year loan has cleared only $21,618 — nearly a 4-to-1 difference, from a payment that is only about 32% larger. For the full year-by-year table behind these figures, see our dedicated 15-year mortgage amortization schedule page, and its 30-year counterpart for the longer term.
How the Payment Is Actually Computed
The calculator uses the standard fixed-rate amortization formula:
M = P × [r(1+r)n] / [(1+r)n − 1]
where P is the amount borrowed, r is the monthly interest rate (annual rate divided by 12), and n is the number of monthly payments — 180 for a 15-year term. Plugging in the example above: P = $350,000, r = 0.061 ÷ 12 ≈ 0.0050833, n = 180. The formula returns $2,972.44, and multiplying by 180 payments gives $535,039 paid in total, of which $185,039 is interest. You can verify each step in the calculator on this page, or read the full derivation on our how mortgage amortization is calculated guide.
One caution when budgeting: this figure is principal and interest only. Property taxes, homeowners insurance, and any PMI ride on top of it, and on a 15-year loan the base payment is already high enough that those add-ons deserve explicit modeling — our amortization calculator with taxes and insurance handles the full monthly housing cost.
The Rate Advantage: Why 15-Year Money Is Cheaper
Fifteen-year loans don't just save interest through the shorter clock — they typically carry a lower rate in the first place, historically about 0.5 to 0.75 percentage points below comparable 30-year loans. Lenders price them cheaper because the money is at risk for half as long, prepayment behavior is more predictable, and borrowers who qualify for the higher payment tend to be lower credit risks. You can see the live spread between the two terms in Freddie Mac's weekly Primary Mortgage Market Survey, which has tracked both averages since the 1990s.
The spread compounds the savings. In the example above, only part of the $278,000 interest gap comes from the shorter term itself — the rest comes from the 0.6-point rate discount applied to every dollar of the balance for every month it's outstanding. When you compare terms in the calculator, always use a realistically lower rate for the 15-year scenario rather than the same rate for both; using identical rates understates the shorter term's advantage.
Qualifying: The Higher Payment Meets Your DTI
The catch is that lenders qualify you on the actual required payment. Underwriting guidelines generally cap total debt-to-income (DTI) around 43-50% depending on the loan program and compensating factors. On our $350,000 example, the 15-year payment of $2,972 (before taxes and insurance) demands roughly $715 more monthly income headroom than the 30-year alternative — and once you add escrow items, the qualifying payment might approach $3,700. At a 43% DTI ceiling with no other debts, that implies needing around $8,600 in gross monthly income versus roughly $7,000 for the 30-year version of the same house.
This is why the 15-year term fits some borrowers cleanly and disqualifies others from the same purchase price. It tends to suit: refinancers who have already built equity and income since their original loan; buyers well below their maximum budget; and borrowers within 10-20 years of retirement who want the mortgage gone before the paychecks stop. It fits poorly when the payment would crowd out emergency savings or retirement contributions — a locked-in obligation is very different from a goal you can pause.
A practical way to test the fit: run the 15-year payment through the calculator, add your estimated taxes and insurance, and check that the total stays under about a third of your gross monthly income with your other debts included. If it only works when every other line of your budget goes perfectly, the shorter term is probably ahead of your finances rather than matched to them — and the synthetic-15 approach in the next section gets you most of the benefit without the contractual commitment.
The Counterargument: Invest the Difference — or Build a Synthetic 15
The strongest case against the 15-year loan deserves a fair hearing. Take the 30-year loan, invest the $714 monthly difference, and if your investments return more after tax than your mortgage rate costs, you come out ahead — with the flexibility to stop investing during a rough year, which a contractual payment never allows. Over long horizons, diversified equity returns have often exceeded mortgage rates, though with real volatility and no guarantee over any particular 15-year window. The honest framing: the 15-year loan is a guaranteed return equal to your loan rate; investing the difference is a higher expected but uncertain return. Risk tolerance and discipline — whether the difference actually gets invested every month — decide which is right, and neither choice is irrational.
There's also a middle path the calculator models directly: keep the 30-year loan for its flexibility, but send extra principal as if it were a 15. Paying $3,087 a month on the 30-year loan at 6.7% retires it in exactly 15 years with about $205,748 in total interest — more than the true 15-year loan's $185,039, because you keep the higher 30-year rate, but $257,000 less than paying the 30-year loan on schedule. The premium buys an escape hatch: any month you need to, you can drop back to the required $2,258. Model your own version of this with the mortgage calculator with extra payments.
Behind the Math on This Page
Every dollar figure above was generated with the same amortization formula the calculator uses — M = P × [r(1+r)n]/[(1+r)n − 1] — applied at 6.1% over 180 months and 6.7% over 360 months on a $350,000 principal, then cross-checked by summing the resulting payment schedules. The illustrative rates reflect typical mid-2026 pricing with a 0.6-point term spread; your quoted rates will differ, which is exactly why the mortgage amortization calculator homepage and the tool on this page accept your own inputs rather than assuming ours. Rate history for both terms is published weekly by Freddie Mac. Nothing on this page is financial advice — it's arithmetic, presented so you can weigh a real trade-off with real numbers.

Sukie Gao
Sukie Gao builds independent, ad-free-of-bias financial calculators focused on giving homeowners a clear, honest picture of what a mortgage actually costs over time. MortgageAmortizationCalc.com is written and maintained by Sukie, with every formula checked by hand against published amortization tables before publishing.
More from Sukie →Frequently Asked Questions
Typically 30-35% higher, not double, because the 15-year term usually earns a lower rate. On $350,000, the example on this page shows $2,972 versus $2,258 — about 32% more per month in exchange for roughly $278,000 less lifetime interest.