Remortgage Lab

Remortgage true cost calculator

Last checked UK · illustrative onlyNot a lender or brokerAboutDisclaimer

Published by Rodway Labs — not a mortgage adviser

Estimate the net cost of switching: early repayment charges, fees (net of cashback) and the interest difference versus staying — over a stated comparison period. Starter inputs match the site EXAMPLE.

Equations and method

Assumptions

  • EXAMPLE starters: £185k balance, 22-year term, 4.19% current (4 months left), 2% ERC, EXAMPLE 4.14% new rate, £1,499 fees, £250 cashback, 24-month comparison.
  • Constant rates; no future product changes mid-period.
  • “Stay” path assumes your current rate continues for the comparison window over the remaining term.
  • Ignores credit criteria, valuation surprises and portability. ERC is an estimate — check offer wording.

Your inputs

Starter figures are UK EXAMPLE values you can edit. Scenario rates, not a market quote. 4.19%, 4.39%, 4.14% and 7.49% SVR on this site are labelled EXAMPLE figures, last checked 2 November 2026. Results update as you type.

Results

Estimated ERC

Check offer wording

£3,700.00

Upfront fees (gross)

£1,499.00

Fees net of cashback

£1,249.00

Monthly if you stay

£1,073.81

Monthly if you switch

£1,068.80

Interest if stay (24 mo)

£15,080

Interest if switch (24 mo)

£14,897

Interest delta (switch − stay)

Negative means lower interest if you switch

-£182

Net true cost of switching

ERC + net fees + interest delta over 24 months

£4,767

Illustrative break-even

82 years 4 months

Extra interest on fees if added (24 mo)

Fees amortised at the new rate over the new term — already inside the net true cost when added

£0 upfront (added: £121)

Extra interest on fees if added (full 22-year term)

Standard amortisation of the fee amount; illustrative, assumes the rate stays the same

£0 upfront (added: £787)

What does this number mean? Method, fee added vs upfront EXAMPLE, and what it leaves out.

Method: ERC + fees − cashback + (switch interest − stay interest) over 24 months. Stay path uses your remaining term at the current rate; switch path uses the new rate and term. Check lender offer for ERC and fees.

Illustrative only — not personalised advice, not a credit or mortgage offer, and not an FCA-regulated recommendation. Your offer and ESIS set the real ERC, fees and terms. Full calculator disclaimer.

What to do next

How to use this calculator

  1. Enter your current balance, current rate, remaining term and how many months are left on your deal, using your latest mortgage statement.
  2. Choose the ERC method from your offer (a percentage of the balance, or a number of months' interest) and enter the figure. Choose None if the charge has already ended.
  3. Enter the new rate and term from the deal you are looking at, then its product, valuation, legal and broker fees and any cashback.
  4. Say whether the product and other fees would be added to the loan, and pick a comparison period, often the length of the new fix.
  5. Read the net true cost of switching: below zero means switching is cheaper on these inputs. Rerun with a different period or rate before deciding anything.
Methodology and equations

Monthly payment uses the standard formula M = P × r(1+r)ⁿ / ((1+r)ⁿ − 1), with r as the monthly rate and n as months. Interest over the comparison period is summed from an amortising schedule. ERC ≈ balance × % or (rate/12 × balance × months).

The assumptions are listed in the box near the top of this page.

What this number means

Last checked . EXAMPLE figures are illustrative scenarios, not quotes.

Net true cost is what switching costs, or saves, over your comparison period compared with staying where you are. It adds the ERC, plus fees after cashback, plus the difference in interest between the two paths. A positive figure means switching costs more than staying over that window. A negative figure means switching looks cheaper on the inputs you entered. A result near £0 is a tie, and then things like service, features and certainty matter more than the arithmetic.

Break-even is roughly how many months the lower monthly payment takes to repay the upfront cost (ERC plus net fees). If it runs past your comparison period, the switch has not paid for itself within that window. If it runs past the remaining term of the mortgage, switching does not pay back on the monthly saving at all. Any case for moving would then have to rest on something else, such as avoiding a reversion rate or needing a feature, not the rate gap.

Method

  • Stay path: your balance at the current rate, repaid over the remaining term. Interest is summed month by month over the comparison period.
  • Switch path: the new loan at the new rate over the new term, summed the same way. The new loan is your balance, plus every fee line if you choose to add fees to the loan.
  • ERC: balance × the percentage, or the rate ÷ 12 × balance × the number of months, from what you type.
  • Net true cost = ERC + fees − cashback + (switch interest − stay interest). Fees count in full whether you pay them upfront or add them to the loan. When they are added, the switch interest is on the larger loan, so the extra interest on the fees is included too.
  • Break-even = (ERC + fees after cashback) ÷ monthly saving, rounded up to whole months. Adding fees to the loan raises the payment, so the saving shrinks or disappears.

EXAMPLE, fees paid upfront (the starter inputs): the ERC is £3,700 and fees after cashback are £1,249 (£1,499 − £250). Over 24 months the interest is about £15,080 if you stay at EXAMPLE 4.19% and about £14,897 at EXAMPLE 4.14%, so switching saves about £182. That gives £3,700 + £1,249 − £182 ≈ £4,767 net true cost, which is positive, so switching costs more. The monthly payment falls by only about £5 (£1,074 to £1,069), so break-even is about 988 months, or 82 years 4 months. That is far beyond the 22 years left on the mortgage. Set the ERC to None, as it would be once the fix ends, and the result is about £1,067 with break-even at about 20 years 10 months. That is still well beyond the 24-month window.

EXAMPLE: the £999 product fee added to the loan versus paid upfront

Same EXAMPLE house and the same EXAMPLE 4.14% over 22 years. Only the £999 product fee moves. The £500 legal fee is paid in cash in both columns, the £250 cashback is received in both, and the £3,700 ERC is paid on leaving in both.

Method: both columns are computed with this calculator's own logic (the Method list above: amortising payments, interest summed month by month over 24 months, net true cost = ERC + fees − cashback + interest difference). Source: our calculator methodology and MoneyHelper (below). Last checked . EXAMPLE scenario rates, not a quote or advice.

EXAMPLE line£999 paid upfront£999 added to loan
New loan£185,000£185,999
Monthly paymentabout £1,068.80about £1,074.57 (+£5.77)
Cash on completion (ERC + fees paid − cashback)£4,949£3,950
Interest over 24 monthsabout £14,897about £14,978 (+£80)
Part of the £999 still owed after 24 months£0about £941
Net true cost over 24 months, counting the fee whether paid or still owedabout £4,767about £4,847
Extra interest on the fee over the 22-year term£0about £525
What the £999 fee costs over the term£999about £1,524

Maths check: £3,700 + £500 + £999 − £250 + (£14,978 − £15,080) ≈ £4,847, against £3,700 + £1,249 + (£14,897 − £15,080) ≈ £4,767. The £80 gap is the interest on the added £999 over 24 months. Adding the fee keeps £999 in your pocket on completion. It costs about £80 over the 24-month horizon and about £525 over the full term, unless you overpay it off early without a charge.

What the calculator shows when you choose “Yes — add fees to loan”: it adds every fee line you enter. On the starters that is £1,499, so the loan becomes £186,499 and the payment about £1,077.46. Its net true cost then reads about £4,887: £3,700 + £1,249 + (about £15,018 − £15,080). That is about £121 more than the £4,767 for paying upfront, and the £121 is the 24-month interest on the added £1,499. To reproduce the £999 table above, enter legal as £0 and add the £500 yourself: the calculator gives about £4,347 added and £4,267 upfront, which is £4,847 and £4,767 once the £500 is included. Break-even shows “Not from payment saving alone” with fees added, because the payment is then higher than staying.

Source and check date

Payments use the standard amortising repayment formula, M = P × r(1+r)ⁿ ÷ ((1+r)ⁿ − 1), with r the annual rate ÷ 12 and n the term in months, as set out in our calculator methodology. The fee, cashback and ERC conventions follow MoneyHelper’s remortgaging guide, which also shows a fee added to the mortgage raising both the monthly payment and the total interest. The EXAMPLE rates are scenario rates. Last checked 2 November 2026.

What the number is not: it is not a quote, an offer or advice. It holds both rates constant, so it leaves out future rate changes and any reversion rate after your deal ends, unless you enter that as the current rate. It leaves out broker, valuation or exit fees you do not type in, any cashback clawback, and whether a lender will accept you. It compares interest only, not the small difference in balance left at the end. Lenders’ own interest calculations can differ slightly from this monthly method. A product transfer quote is a separate run in the remortgage vs product transfer calculator. For how the ERC line is built, see early repayment charges, and for timing see when to remortgage. This is not advice.

How this calculator works

Short answer: this shows whether a remortgage is worth it once fees, cashback and any early repayment charge (ERC) are added to the interest, over a period you choose. Use it when a deal is ending or you are tempted to leave early. A lower rate can still lose once those costs are counted. It is not a lender search and it does not say whether you will be accepted.

How this is calculated

  1. Stay path: your current rate on your current balance, repaid over the remaining term. The tool works through the schedule month by month (interest = balance × rate ÷ 12) and adds up the interest for the comparison period.
  2. Switch path: the new rate on the same balance, plus the fees if you tick “add fees to the loan”, repaid over the new term and summed the same way.
  3. ERC: a percentage of the balance, or a number of months of interest at the current rate ((rate ÷ 12) × balance × months).
  4. Net true cost = ERC + fees less cashback (never below £0) + switch interest − stay interest. A negative figure means switching costs less on these inputs.
  5. Break-even = (ERC + net fees) ÷ the monthly payment saving, rounded up to whole months. If the new payment is not lower, no break-even is shown.

This matches the code behind the tool. The full formulae are on the calculator methodology page.

Worked example

Scenario rates, not a market quote

Shared EXAMPLE house, last checked 2 November 2026. Scenario rates, not a market quote: balance £185,000, 22 years left, current 4.19% with 4 months left, ERC 2% of balance (£3,700), new-lender rate 4.14%, fees £1,499, cashback £250, comparison 24 months.

Net fees after cashback are £1,249. Leave before the ERC ends and the cash cost is about £4,949 before any interest difference. Over 24 months the 0.05-point lower rate saves only about £182 of interest, so leaving now is about £4,767 worse than staying. If the ERC has already ended, set ERC to none and run it again.

Fees added to the loan versus paid upfront: adding the £999 EXAMPLE product fee makes the loan £185,999 and the payment about £1,074.57 instead of £1,068.80. Counting the fee whether paid or still owed, net true cost over 24 months is about £4,847 added versus £4,767 upfront, and the added fee costs about £525 more interest over the 22-year term.

Break-even on the same EXAMPLE: the payment falls from £1,073.81 to £1,068.80, a saving of £5.01 a month, so recovering £4,949 of ERC and net fees would take 988 months. With no ERC, the £1,249 of net fees takes 250 months.

Limitations: what this ignores

  • Credit score, income evidence and whether a new lender will offer the rate you type in.
  • Valuation shortfalls, leasehold delays and porting rules.
  • A future SVR. Rates are held constant.
  • Tax. This tool does not calculate stamp duty.

Sources

Guides that go with this tool

Questions

Does a cheaper rate mean I should switch?
Not on its own. Subtract fees and any ERC, then compare interest over a period you choose.
What comparison period should I use?
Often the length of the new fix, 24 or 60 months. A short window makes fees and ERCs look larger.
Why does the stay path keep my current rate?
So you can see the deal you are on. If you would roll onto SVR, put that rate in the current-rate box for a second run.
How accurate is the ERC figure?
Only as accurate as what you type. Your offer or redemption statement can use a different balance date or a stepped scale, and that figure wins.
Is this a mortgage offer?
No. Remortgage Lab is not a lender, broker or FCA-authorised adviser.

Notes & FAQs

What does “net true cost of switching” mean?
It is ERC + fees − cashback + (interest on the new deal − interest if you stayed) over your comparison window. A negative figure means switching looks cheaper on these inputs.
Should I add fees to the loan?
Some lenders let you add a product fee to the mortgage. That reduces cash upfront but you pay interest on the fee. On the EXAMPLE, adding the £999 product fee at EXAMPLE 4.14% costs about £80 more over 24 months and about £525 more over 22 years. Toggle the option to compare both approaches, and see What this number means for the side-by-side.
Are the starter figures live market rates?
No — they are the labelled EXAMPLE house case (£185,000 balance, 4.19% current, EXAMPLE 4.14% new lender, 2% ERC, £1,499 fees, £250 cashback, 24-month comparison).

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