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Updated 2026-08-24 · Mortgage · Educational use only ·
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Bridging Loan Calculator

Total cost of a short-term bridging loan.

Calculate the total cost of a short-term bridging loan including monthly interest and arrangement fees over a chosen exit timeline.

What this tool does

Bridging loans charge monthly interest plus an upfront arrangement fee, making total cost heavily front-loaded. This calculator takes your loan amount, monthly interest rate, term length in months, and arrangement fee percentage to estimate the total amount required to repay at the end of the term. The result combines deferred interest (accrued monthly and paid on exit) with the upfront arrangement fee. Loan amount and monthly rate are the primary drivers of final cost. A typical scenario involves a property transaction where short-term funding bridges a timing gap between purchase and sale completion. The calculator assumes simple interest charged monthly and paid in full at exit rather than serviced during the term. Results are estimates for illustration only and don't account for early repayment, rate changes, or other fees that may apply.

Quick answer: with the default values, the result is $16,000.00 (Total Cost of Bridging Loan). Adjust the values below for your own figures.


Enter Values

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Formula Used
Principal
Monthly interest rate (entered as a percentage, applied as a decimal)
Term length in months
Arrangement fee

Disclaimer

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

Bridging loans are short-term (typically up to around 12 months, sometimes longer) and priced monthly rather than annually. A 1% monthly rate annualises to about 12% on a simple basis; compounding would make the effective rate a little higher. Plus a 2% arrangement fee on day one. A 200,000 bridge at 1% per month for 6 months, 2% fee: roughly 12,000 interest and 4,000 fee, 16,000 in total.

Run it with sample values

Using loan amount of 200,000, monthly rate of 1%, term of 6, arrangement fee of 2%, the calculation works out to 16,000.00. These example values are a starting point, not a recommendation.

The levers in this calculation

Measured at the sample figures, Loan Amount moves Total Cost of Bridging Loan most, about 1% per 1%, while Arrangement Fee moves it 0.25%. Loan amount scales every part of the cost one-for-one: doubling it doubles the total. Rate and term multiply together on the interest side, which is 12,000 of the 16,000 in the sample figures: each extra month at 1% adds 2,000, while the one-off 2% fee stays 4,000 however long the bridge runs. Short bridges are fee-heavy and long ones interest-heavy; on those figures, interest matches the fee at two months and exceeds it from the third month on.

How the math works

Simple monthly interest (most bridging loans) plus arrangement fee. Interest accrues each month on the original loan amount and is paid at exit rather than serviced monthly; total cost is similar either way.

What the headline rate hides

A monthly quote understates the annual burden: 1% a month is about 12% a year on a simple basis, and closer to 12.7% compounded. The result here already includes the arrangement fee alongside the interest, but valuation, legal, and exit fees sit outside it and vary by lender, so comparing two bridges takes the monthly rate, the fee, and those extras together.

What this doesn't capture

The figure covers interest and the arrangement fee only. Valuation, legal, insurance, and exit fees, plus any early-repayment charge, sit on top and vary by lender. The model also holds the rate fixed, assumes no partial repayments, and treats the term as certain. A delayed exit is the classic way a bridge overruns its quote, because lenders can charge an extension fee or a higher rate beyond the agreed term. The result illustrates the mechanics for comparison, not a binding quote.

Worked example

Suppose you borrow 300,000 at 1.2% monthly for 9 months with a 2.5% arrangement fee:

  • Arrangement fee: 300,000 × 2.5% = 7,500 (due upfront)
  • Monthly interest over 9 months at 1.2% (simple) = 32,400
  • Total cost: 39,900 (interest 32,400 plus fee 7,500); loan plus cost 339,900

The arrangement fee hits your cash immediately. The interest accrues monthly on the original loan amount and is paid at exit.

When this metric matters

Bridging loans appear in property transactions where timing mismatches exist; for example, needing funds before a sale completes or before refinancing closes. The short, high-cost nature means total outlay varies sharply with term length and rate. Comparing two bridge offers requires both the headline monthly rate and the upfront fee structure.

Example Scenario

A $200,000 bridging loan at 1% monthly rate over 6 months results in a total cost of $16,000.00.

Inputs

Loan Amount:$200,000
Monthly Rate:1%
Term:6 months
Arrangement Fee:2%
Expected Result$16,000.00
Expected Result breakdown
Interest$12,000.00
Arrangement Fee$4,000.00
Cost as % of Loan8.00%
Simple Annualised Interest Rate12.00%
Total Repaid (Loan + Cost)$216,000.00

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 the total cost of a bridging loan by adding two components. First, it calculates interest charges by multiplying the loan amount by the monthly interest rate (expressed as a decimal) and the loan term in months. Second, it adds the arrangement fee by applying the stated fee percentage to the loan amount. The calculation assumes simple monthly interest on the original loan amount, deferred to the loan exit date rather than serviced during the term. The arrangement fee is commonly paid upfront or deducted from the advance, while the interest is deferred to exit; the model sums the two without discounting for timing, so the total is the same either way. The model does not account for early repayment discounts, redemption penalties, valuation fees, legal costs, or the impact of interest servicing during the term, though a serviced interest structure would typically produce a similar total cost. The annualised rate row reflects the interest rate only; the Cost as % of Loan row includes the arrangement fee. Bridging loan structures and pricing conventions vary by jurisdiction.

Frequently Asked Questions

Why is there no APR figure?
Bridging is short-term and APR is designed for multi-year products. Lenders quote a monthly rate because it matches the product's life; the Simple Annualised Interest Rate row shows the annual equivalent on the interest alone, and compounding would push the effective figure a little higher — 1% a month works out near 12.7% compounded.
What is the difference between rolled-up and serviced interest?
Rolled-up interest accrues and is paid in one amount at repayment; serviced interest is paid monthly as it arises. On simple interest the totals are close — the difference is cash flow during the term, not the overall cost.
Why do bridging loans cost more than mortgages?
Speed and term. A bridge can complete in days where a mortgage takes weeks, the lender's money is out for months rather than decades, and the pricing reflects both. The monthly quote makes the cost look small; annualised it is usually several times a mortgage rate.
Where do bridging loans typically appear?
Purchase-before-sale timing gaps, auction purchases with tight completion deadlines, and refurbish-to-sell projects — situations needing short-term funds until a sale completes or longer-term finance replaces the bridge.
What does the result include?
Two components: the simple monthly interest over the term and the arrangement fee, both calculated on the loan amount. Valuation fees, legal costs, exit fees, and any early-repayment charge are outside the figure and vary by lender.
Does a shorter term always cost less?
On this arithmetic, yes — interest scales with months while the fee does not, so on the sample figures a three-month bridge costs 10,000 against 16,000 for six. The fee's fixed weight means very short bridges carry a high cost per month: the 2% fee alone equals two months of interest at 1%.

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