See how extra payments, biweekly schedules, and payoff quotes reshape your loan's timeline and total cost.
Balance type
Frequency
Extra payment
Payoff quote
Accelerated payoff date
Jun 2046
Accelerated
Payoff snapshot
Readable at long values
Months saved
67m
Interest saved
$85,124
New monthly
$2,395
Payoff quote
$320,855
Per diem
$57
Extra payments cut 67 months and save 85,124 in interest.|Baseline: Jan 2052|Accelerated: Jun 2046
Baseline schedule
Standard
#
Date
Payment
Balance
1
Aug 2026
$2,145
$319,588
2
Sep 2026
$2,145
$319,174
3
Oct 2026
$2,145
$318,758
4
Nov 2026
$2,145
$318,340
5
Dec 2026
$2,145
$317,919
6
Jan 2027
$2,145
$317,496
7
Feb 2027
$2,145
$317,071
8
Mar 2027
$2,145
$316,644
Accelerated schedule
+Extra
#
Date
Payment
Balance
1
Aug 2026
$2,395
$319,338
2
Sep 2026
$2,395
$318,673
3
Oct 2026
$2,395
$318,004
4
Nov 2026
$2,395
$317,332
5
Dec 2026
$2,395
$316,656
6
Jan 2027
$2,395
$315,976
7
Feb 2027
$2,395
$315,292
8
Mar 2027
$2,395
$314,605
Need a change for Mortgage Payoff Calculator?
About this calculator
Method, formulas, and limits.
What this does
Calculates how extra payments, biweekly payment schedules, and lump-sum contributions affect your mortgage payoff date and total interest paid. It compares your current loan path against an accelerated payoff scenario and shows the interest savings and time saved.
Who it is for
Homeowners who want to pay off their mortgage earlier by making extra principal payments or switching to a biweekly payment schedule. Also useful for anyone comparing the long-term cost of different payoff strategies.
How it works
The calculator uses a fixed-rate monthly amortization formula. Your loan balance earns interest each period, and your payment first covers that interest before reducing the principal. Extra payments go directly toward principal reduction, shortening the remaining term and lowering total interest.
Limitations
Assumes a fixed interest rate for the life of the loan. Does not handle adjustable-rate mortgages (ARMs), escrow changes, PMI removal dates, or lender-specific payoff quote calculations. Biweekly savings are modeled as the equivalent of one extra monthly payment per year.
Key calculations
Monthly Payment
Calculate the fixed payment for a fully amortizing loan. payment = balance × (rate/12) / (1 − (1 + rate/12)^(−remainingMonths))
Interest for a Period
The portion of a payment that goes toward interest. interest = outstandingBalance × (annualRate / 12)
Principal Reduction
The remainder of the payment after covering interest. principal = payment − interest, which grows each month as the balance shrinks.
Payoff Quote
The total needed to close the loan including per-diem interest. payoffQuote = principalBalance + perDiemInterest × daysSinceLastPayment
Reference ranges
Extra Payment Amount
Even an extra $50–$100 per month can shorten a 30-year mortgage by several years. A common target is one extra full payment per year, often achieved through a biweekly schedule.
Interest Rate Impact
Rates below 4% make extra payments less compelling if you can invest the difference. Rates above 6% make early payoff more attractive as a guaranteed return.
Payoff Timeline
A 30-year loan with no extra payments runs the full term. Adding $200/month on a $300,000 loan at 6% can shorten the term by 8–10 years and save over $100,000 in interest.
How to use it
1.Enter your loan detailsInput your current mortgage balance, interest rate, remaining term in months, and monthly payment amount.
2.Set your payoff quote dateEnter the date you want a payoff quote for. The calculator adds per-diem interest from your last payment date to that quote date.
3.Add extra paymentsEnter an extra monthly principal payment, a biweekly schedule option, or a one-time lump sum to accelerate your payoff.
4.Compare baseline vs acceleratedThe calculator shows two columns: your current loan path and the accelerated path with extra payments. Compare payoff dates and total interest side by side.
5.Review the amortization tableScroll through the full payment schedule to see how each payment is split between principal and interest over the life of the loan.
The baseline and accelerated paths show identical results because no extra principal is being applied. You can still see the standard amortization schedule and payoff timeline for your current loan terms.
If the regular monthly payment is too low relative to the interest accruing each month, the principal balance will not decrease fast enough and the loan will never fully amortize. This can happen with very high interest rates or very low payments.
No. A payoff quote typically includes per-diem interest that has accrued since your last payment date, plus any lender-specific fees. The quote amount is almost always higher than the principal balance shown on your statement.
Yes, this calculator is designed for fixed-rate mortgages and uses a standard monthly amortization model. It does not handle adjustable-rate mortgages (ARMs), interest-only loans, or negative amortization products.
No. It only calculates payoff timing, payoff quotes, and interest savings for your own planning purposes. Your lender will provide an official payoff statement with exact figures when you request one.
A biweekly schedule effectively makes one extra monthly payment per year because you make 26 half-payments (equivalent to 13 full payments) instead of 12. On a $300,000 30-year mortgage at 6%, this can save over $70,000 in interest and shorten the loan by about 5 years.
No. Private mortgage insurance (PMI), property taxes, and homeowner's insurance are not included in this model. The calculator focuses on principal and interest only, which are the components that change with extra payments.
See how extra payments, biweekly schedules, and payoff quotes reshape your loan's timeline and total cost.
Balance type
Frequency
Extra payment
Payoff quote
Accelerated payoff date
Jun 2046
Accelerated
Payoff snapshot
Readable at long values
Months saved
67m
Interest saved
$85,124
New monthly
$2,395
Payoff quote
$320,855
Per diem
$57
Extra payments cut 67 months and save 85,124 in interest.|Baseline: Jan 2052|Accelerated: Jun 2046
Baseline schedule
Standard
#
Date
Payment
Balance
1
Aug 2026
$2,145
$319,588
2
Sep 2026
$2,145
$319,174
3
Oct 2026
$2,145
$318,758
4
Nov 2026
$2,145
$318,340
5
Dec 2026
$2,145
$317,919
6
Jan 2027
$2,145
$317,496
7
Feb 2027
$2,145
$317,071
8
Mar 2027
$2,145
$316,644
Accelerated schedule
+Extra
#
Date
Payment
Balance
1
Aug 2026
$2,395
$319,338
2
Sep 2026
$2,395
$318,673
3
Oct 2026
$2,395
$318,004
4
Nov 2026
$2,395
$317,332
5
Dec 2026
$2,395
$316,656
6
Jan 2027
$2,395
$315,976
7
Feb 2027
$2,395
$315,292
8
Mar 2027
$2,395
$314,605
Need a change for Mortgage Payoff Calculator?
About this calculator
Method, formulas, and limits.
What this does
Calculates how extra payments, biweekly payment schedules, and lump-sum contributions affect your mortgage payoff date and total interest paid. It compares your current loan path against an accelerated payoff scenario and shows the interest savings and time saved.
Who it is for
Homeowners who want to pay off their mortgage earlier by making extra principal payments or switching to a biweekly payment schedule. Also useful for anyone comparing the long-term cost of different payoff strategies.
How it works
The calculator uses a fixed-rate monthly amortization formula. Your loan balance earns interest each period, and your payment first covers that interest before reducing the principal. Extra payments go directly toward principal reduction, shortening the remaining term and lowering total interest.
Limitations
Assumes a fixed interest rate for the life of the loan. Does not handle adjustable-rate mortgages (ARMs), escrow changes, PMI removal dates, or lender-specific payoff quote calculations. Biweekly savings are modeled as the equivalent of one extra monthly payment per year.
Key calculations
Monthly Payment
Calculate the fixed payment for a fully amortizing loan. payment = balance × (rate/12) / (1 − (1 + rate/12)^(−remainingMonths))
Interest for a Period
The portion of a payment that goes toward interest. interest = outstandingBalance × (annualRate / 12)
Principal Reduction
The remainder of the payment after covering interest. principal = payment − interest, which grows each month as the balance shrinks.
Payoff Quote
The total needed to close the loan including per-diem interest. payoffQuote = principalBalance + perDiemInterest × daysSinceLastPayment
Reference ranges
Extra Payment Amount
Even an extra $50–$100 per month can shorten a 30-year mortgage by several years. A common target is one extra full payment per year, often achieved through a biweekly schedule.
Interest Rate Impact
Rates below 4% make extra payments less compelling if you can invest the difference. Rates above 6% make early payoff more attractive as a guaranteed return.
Payoff Timeline
A 30-year loan with no extra payments runs the full term. Adding $200/month on a $300,000 loan at 6% can shorten the term by 8–10 years and save over $100,000 in interest.
How to use it
1.Enter your loan detailsInput your current mortgage balance, interest rate, remaining term in months, and monthly payment amount.
2.Set your payoff quote dateEnter the date you want a payoff quote for. The calculator adds per-diem interest from your last payment date to that quote date.
3.Add extra paymentsEnter an extra monthly principal payment, a biweekly schedule option, or a one-time lump sum to accelerate your payoff.
4.Compare baseline vs acceleratedThe calculator shows two columns: your current loan path and the accelerated path with extra payments. Compare payoff dates and total interest side by side.
5.Review the amortization tableScroll through the full payment schedule to see how each payment is split between principal and interest over the life of the loan.
The baseline and accelerated paths show identical results because no extra principal is being applied. You can still see the standard amortization schedule and payoff timeline for your current loan terms.
If the regular monthly payment is too low relative to the interest accruing each month, the principal balance will not decrease fast enough and the loan will never fully amortize. This can happen with very high interest rates or very low payments.
No. A payoff quote typically includes per-diem interest that has accrued since your last payment date, plus any lender-specific fees. The quote amount is almost always higher than the principal balance shown on your statement.
Yes, this calculator is designed for fixed-rate mortgages and uses a standard monthly amortization model. It does not handle adjustable-rate mortgages (ARMs), interest-only loans, or negative amortization products.
No. It only calculates payoff timing, payoff quotes, and interest savings for your own planning purposes. Your lender will provide an official payoff statement with exact figures when you request one.
A biweekly schedule effectively makes one extra monthly payment per year because you make 26 half-payments (equivalent to 13 full payments) instead of 12. On a $300,000 30-year mortgage at 6%, this can save over $70,000 in interest and shorten the loan by about 5 years.
No. Private mortgage insurance (PMI), property taxes, and homeowner's insurance are not included in this model. The calculator focuses on principal and interest only, which are the components that change with extra payments.