Mortgage Refinance Calculator
Monthly payment change from refinancing your mortgage.
Estimates the monthly and total payment change from refinancing a mortgage to a new rate, before fees. The monthly saving feeds the fee break-even.
What this tool does
This calculator estimates your new monthly payment and the total change in payment from refinancing your mortgage at a different interest rate. Enter your current loan balance, your existing rate, the new rate you're being offered, and how many years remain on your mortgage. The tool applies standard amortisation mathematics to compute what your monthly payment would become under the new terms, then shows the difference between your current and new payment amounts carried across the remaining loan period. The result illustrates the financial impact of the rate change alone and assumes no changes to the loan term, additional fees, or other borrowing costs. Use this to compare refinance offers or model how rate movements affect your repayment schedule. The output is for illustration purposes and reflects the simplified scenario you enter.
Quick answer: with the default values, the result is $220.90 (Monthly Saving). Adjust the values below for your own figures.
Enter Values
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Formula Used
Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
Mortgage refinancing to a lower rate cuts the monthly payment immediately. A 200,000 balance at 6% against 4% over 20 years drops the payment by about 221 a month (1,433 against 1,212), which adds up to roughly 53,000 less interest over the remaining term. Whether the switch pays depends on the fees against that monthly figure.
A worked example
A smaller balance and fewer remaining months each cut the saving. On 100,000 over 10 remaining years at the same rates, the monthly saving is 97.75, under half the headline case.
What moves the number most
The rate gap drives the saving; the balance and term scale it. Each extra percentage point of gap at the sample figures adds roughly 95 to 115 a month, tapering as the gap widens. The balance scales the saving one-for-one, and a shorter remaining term shrinks it: the same two-point gap over 10 years saves 195.51 against 220.90 over 20, because fewer months remain for the difference to act on.
The formula behind this
Standard amortisation. Monthly payment M = P × (r(1+r)^n) / ((1+r)^n − 1), where r is the annual rate as a percentage divided by 1,200 and n is the remaining years times 12. The saving is M at the current rate minus M at the new rate. Because both payments repay the same balance over the same months, the payment difference and the interest difference are the same number.
Why this matters
The monthly figure exists to feed one test: fees divided by monthly saving equals months to break even. At the sample figures, 1,500 of fees is recovered in about 7 months, and a saving half the size would take twice as long.
Where the monthly saving comes from
The saving is the rate difference applied to the remaining balance for the remaining months. Nothing else enters: the same balance amortised at two rates produces two level payments, and the gap between them is the saving.
The costs that decide the break-even
The monthly saving is not the whole comparison. Arrangement or origination fees, valuation and legal costs, and any prepayment or early-repayment charge on the existing loan are paid up front and are not in this figure; dividing them by the monthly saving gives the number of months before the change breaks even. Extending the term at a lower rate can also lower the payment while raising total interest, so a saving on the monthly figure does not by itself mean less is paid overall.
Refinancing a $200,000 mortgage from 6% to 4% over 20 years changes the monthly payment by $220.90.
Inputs
| Old Monthly | $1,432.86 |
|---|---|
| New Monthly | $1,211.96 |
| Total Saving Over Term | $53,016.35 |
| Change as % of Old Payment | 15.42% |
This example uses sample figures for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
This calculator computes monthly savings from refinancing using standard amortisation logic. It calculates the current monthly payment based on your outstanding balance, current interest rate, and remaining loan term using the standard amortisation formula. It then recalculates the monthly payment using the new interest rate and the same outstanding balance and term. The saving is the difference between the old monthly payment and the new monthly payment. The model assumes a fixed interest rate throughout the remaining term, treats the loan as a simple amortisation with no prepayment, and does not account for refinancing costs, fees, changes in term length, or taxes. Results represent the monthly payment difference only and do not forecast actual savings or account for how payment changes may affect long-term financial position.
Frequently Asked Questions
How large a rate cut makes refinancing break even?
What about fees?
Can I refinance multiple times?
What happens if the term is extended?
What if the new rate is the same or higher?
Why doesn't this include fees?
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