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Updated 2026-08-24 · Mortgage · Educational use only ·
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Mortgage Broker Fee Calculator

Compare a flat broker fee against a percentage one.

Compare a flat broker fee against a percentage-of-loan fee: which costs less at a given loan size, plus the break-even loan amount and rate.

What this tool does

This calculator compares two common broker fee structures (a flat quote and a percentage of the loan) and shows which costs less at a given loan size. It reports both fees in cash, the difference between them, that difference as a share of the dearer quote, and the crossover from two directions: the break-even loan amount, and the percentage rate that would match the flat quote on the loan entered. Because the percentage fee scales with the loan and the flat fee does not, the percentage quote tends to be lower on smaller loans and higher on larger ones, with the exact crossover set by the two quotes themselves. The model prices these two quotes only, at a single point in time; lender-paid commission, arrangement fees, valuation and legal costs, and interest over the term all sit outside it. Results are for illustration.

Quick answer: with the default values, the result is $500.00 (Flat Fee Costs Less). Adjust the values below for your own figures.


Enter Values

People also use

Formula Used
Loan amount
Flat fee quote
Percentage fee quote, divided by 100 before it multiplies the loan
Percentage fee in cash
Difference between the two quotes: the headline figure
Break-even loan amount: the loan size at which both quotes cost the same
Break-even percentage rate: the rate that would match the flat quote on this loan

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

Brokers quote fees two ways: a flat amount that does not move with the size of the loan, and a percentage of the loan that does. That single difference decides the comparison. The percentage fee rises in step with the loan, so it sits below a flat quote on small loans and passes it at a crossover, above which the flat quote is the cheaper of the two. The section below sets out where that crossover falls and how to read it from either direction.

Which inputs matter most

The loan amount and the percentage rate are interchangeable in proportional terms: they enter the calculation only as a product, so a 1% increase in either (a proportional change, not a percentage point) moves the percentage fee by exactly 1% of itself, at any price level and any pair of quotes. The gap between the two quotes moves by that same amount, widening where the percentage quote is the dearer and narrowing where the flat quote is, except where the change carries one quote past the other: there, part of the move closes the gap and the remainder opens it again on the far side. The flat quote behaves differently: a unit added to it moves the gap by exactly one unit, subject to the same two qualifications (which quote is currently the dearer, and whether the addition carries it past the other). Which structure costs less does not turn on any of the three individually, only on whether the loan sits above or below the flat fee divided by the rate.

What's happening under the hood

The percentage quote is converted to a cash amount by multiplying the loan by the rate divided by 100, and the two cash amounts are compared. The headline figure is the difference between them, and the label names which of the two is the lower. Nothing else enters: no interest, no term, no timing. Some brokers are paid by the lender instead of, or alongside, the borrower, through a commission commonly described as a procuration fee, and that payment sits outside this comparison, because it is not a cost the borrower pays directly.

Reading the break-even rows

Two rows describe the crossover from opposite directions. The break-even loan amount holds both quotes fixed and solves for the loan size at which they match: the flat fee divided by the rate expressed as a decimal. The break-even percentage rate holds the loan and the flat quote fixed and solves for the rate that would match them, which is also the flat fee expressed as a share of the loan, since the two work out to the same expression. A percentage quote below that rate costs less than the flat quote on this loan, and one above it costs more. Both rows are rounded to two decimals for display, and the exact break-even rate rarely lands on a step the input accepts, so entering the displayed figure back into the tool leaves a small residual gap rather than a clean tie. Both are also computed from the figures entered rather than held inside the panel's own limits, so either can point beyond the range its slider covers, most often the rate on a small loan, or the loan size at a very low rate. The gap row states the difference as a share of the dearer quote, so a third apart reads the same whatever the currency or the price level.

What the comparison leaves out

The calculation covers the broker's own fee and nothing else. Lender arrangement or booking fees, valuation and survey costs, legal and conveyancing fees, insurance premiums, early-repayment charges and the interest accrued over the term are all separate, and several of them are larger than the figure compared here. Those components move independently of how the broker is paid, so a lower broker fee on its own does not settle which arrangement costs less overall.

Where the model stops

The calculation prices a single fee event, with no timing and no discounting, and it takes both quotes exactly as given. A percentage quote carrying a floor or a cap cannot be represented, because the tool applies the rate across the whole range; floors are most common at the small-loan end, where a bare percentage produces a fee too small to cover the work. Where a quote has a floor, the percentage line is understated below the loan size at which that floor binds.

For educational illustration

The comparison models two fee structures at a fixed point in time. It does not account for negotiation, for lender-specific variations, or for changes to fees or terms after the calculation is run.

Example Scenario

On a $300,000 loan, the flat quote of $1,000 and the percentage quote of 0.5% are $500.00 apart: Flat Fee Costs Less.

Inputs

Loan Amount:$300,000
Flat Fee Quote:$1,000
Percentage Fee Quote:0.5%
Expected Result$500.00
Expected Result breakdown
Flat Fee Cost$1,000.00
Percentage Fee Cost$1,500.00
Gap as % of Dearer Quote33.33%
Break-Even Loan Amount$200,000.00
Break-Even Percentage Rate0.33%

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

The percentage fee is the loan amount multiplied by the quoted rate divided by 100. The headline figure is the absolute difference between that amount and the flat quote, and the label names whichever of the two is lower; where the difference falls below one hundredth of a currency unit the two are reported as costing the same. The gap row divides the difference by the larger of the two quotes, so it reads as a share of the dearer structure, and is omitted on a tie. Both break-even rows are computed from the figures entered and are not clamped to the input ranges, so either can report a figure outside the range its own slider covers. The break-even loan amount is the flat quote divided by the rate expressed as a decimal, and is reported only where both quotes are above zero; with a zero rate the percentage fee never rises to meet the flat quote, and with a zero flat quote the crossover sits at a loan of zero. The break-even percentage rate is the flat quote divided by the loan and multiplied by 100; the flat fee expressed as a share of the loan is the same expression, so only one of the two is reported. Input ranges are sized so the sliders resolve at realistic quote sizes rather than spanning the full theoretical range. Where the loan amount is zero or below, or either quote is negative, the calculator returns a validation message rather than a result. The model treats both quotes as fixed cash terms applied at a single point in time. It does not model lender-paid commission, arrangement fees, valuation or legal costs, insurance, early-repayment charges, or interest over the term, and it cannot represent a percentage quote that carries a floor or a cap.

Frequently Asked Questions

Do brokers always charge the borrower a fee?
No. Some are paid only by the lender, through a commission on completed business rather than a fee to the borrower. Others charge the borrower and also receive lender commission, and others charge the borrower alone. Which arrangement applies is normally set out at the start of the engagement, and it determines whether there are two quotes to compare here at all.
Are broker fees negotiable?
Often, and more so on larger loans, where a percentage quote produces a fee that is large in cash terms. The percentage rate is where most movement tends to happen, since a flat quote is usually set against the broker's own cost of doing the work and has less room in it. Whatever is agreed is what goes into the calculator; the tool takes both quotes as given.
How are fee-free brokers paid?
Through lender commission alone. That creates a structural difference from a borrower-paid arrangement, because the broker's income then depends on which lender the business is placed with, and commission rates differ between lenders. Disclosure of the arrangement is a regulatory requirement in many markets, and the amount is often stated in the paperwork.
Are broker fees tax-deductible?
It depends on the jurisdiction and on how the property is used. A fee on a property that is let is more commonly treated as a cost of arranging finance, while a fee on an owner-occupied home is more commonly not deductible at all. The categories, the limits and the mechanism all differ by country. The calculator compares the quoted fees before any tax treatment.
At what loan size do the two structures cost the same?
At the flat fee divided by the rate expressed as a decimal. With the sample figures used on this page — a 1,000 flat quote and a 0.5% rate — that is 200,000. Below that loan size the percentage quote costs less, and above it the flat quote does. The calculator reports the figure as the break-even loan amount whenever both quotes are above zero, and the same crossover read the other way round as the break-even percentage rate.
Why doesn't the result change when I change the loan term?
There is no term input. The tool prices a one-off fee charged when the mortgage is arranged, not a cost spread across the life of the loan. Term, interest rate and repayment type all change what the mortgage costs, and none of them changes the broker's fee under either structure — which is why the fee comparison can be settled without knowing any of them.

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