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Updated 2026-09-08 · Startup & VC · Educational use only ·
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Business Line of Credit Calculator

Interest on what you draw, plus a fee on what you do not.

Add up what a business credit facility costs: interest on the drawn balance plus the commitment fee on the headroom, and the effective rate that implies.

What this tool does

This calculator adds the two charges a business credit facility carries. Enter the credit limit, the average balance drawn, the annual interest rate on drawn funds, the annual fee on the undrawn portion and the number of months. Interest is the average balance at the monthly rate across those months; the commitment fee is the headroom at the annual fee rate, pro-rated for the period. The result panel adds them, and also reports the effective annual rate on the capital actually used, which is the figure that shows whether a facility is being used or merely held. That effective rate rises as utilisation falls, because the same fee is spread over a smaller drawn balance. The model assumes one constant average balance, one fixed interest rate and one fee rate across the whole period, so it excludes arrangement and renewal fees, rate movements, minimum-utilisation clauses, covenants, and the timing of individual draws and repayments. Results illustrate how the two charges combine rather than price any particular facility.

Quick answer: with the default values, the result is $16,750.00 (Total LOC Cost). Adjust the values below for your own figures.


Enter Values

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Formula Used
Total cost of the facility over the period
Average balance drawn across the period
Annual interest rate on the drawn balance
Credit limit, so L less B is the unused headroom
Annual commitment fee rate on the undrawn portion
Months the facility is held
Effective annual rate on the capital actually used

Disclaimer

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

A credit facility charges for two different things. Interest runs on what is drawn, and a commitment fee runs on what is not. On the defaults, 200,000 drawn against a 500,000 limit at 8% costs 16,000 of interest across a year, and the 300,000 sitting unused costs 750 at a 0.25% fee. Total 16,750, which against the 200,000 actually borrowed is an effective 8.38%.

The fee is a rate on the headroom

That effective rate has a simple shape: the headline rate plus the fee multiplied by the headroom-to-drawn ratio, or r + f(1/u − 1) where u is utilisation. It rises sharply as utilisation falls. On the same 500,000 facility at 8% and 0.25%, drawing half the limit costs an effective 8.25%; drawing a fifth costs 9.00%; drawing a tenth costs 10.25%; drawing a twentieth costs 12.75%. At full utilisation the fee disappears and the effective rate is the headline 8.00%. A lightly used facility is not a cheap facility.

What the commitment fee actually buys

The fee is not a bank charging for nothing. Under the Basel framework an undrawn commitment is an off-balance-sheet exposure the lender has to hold capital against, because the borrower can call on it at any time. That capital has a cost whether or not the facility is ever drawn, and the commitment fee is where it is recovered. IAS 23 puts the two charges in the same category from the borrower's side: borrowing costs are interest and other costs incurred in connection with the borrowing of funds, so the fee is part of the price of the money rather than an extra on top of it.

Comparing it with a term loan

A term loan sized to the expected need charges interest on its whole principal for its whole life, and a facility charges only on the average balance plus the fee. At 30% utilisation of a 500,000 limit, the facility costs 12,875 across a year against 12,000 for a 150,000 term loan at the same 8%, so the facility is the more expensive of the two by 875. What the extra 875 buys is the right to draw the other 350,000 without asking. Whether that is worth 875 depends on how likely the need is, which is not a number this calculation contains.

How much of the cost is which

At the default 40% utilisation the fee is 750 of a 16,750 total, or 4.48% of the cost. That share grows as utilisation falls and shrinks as it rises, which is why the two inputs that move the answer most are the drawn balance and the number of months, each shifting the total by roughly one percent for every one percent of their own. The unused fee rate moves it by about 0.04% per one percent at these figures, and by far more on a facility that sits idle.

What sits outside

Arrangement and renewal fees charged when the facility is set up or rolled, minimum-draw or minimum-utilisation clauses, covenants and the cost of breaching them, rate changes across the period, the timing of draws and repayments within a month, and any requirement to clear the balance to zero for part of the year.

Example Scenario

Drawing $200,000 of a $500,000 facility at 8% for 12 months costs $16,750.00 once the unused fee is added.

Inputs

Credit Limit:$500,000
Avg Balance Drawn:$200,000
Interest Rate %:8%
Unused Fee %:0.25%
Months Used:12
Expected Result$16,750.00
Expected Result breakdown
Interest Cost$16,000.00
Unused Commitment Fee$750.00
Effective Rate on Used8.38%
Utilisation %40.00%

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

Interest is the average drawn balance multiplied by the annual interest rate divided by twelve, multiplied by the number of months. The commitment fee is the credit limit less the average drawn balance, multiplied by the annual unused fee rate, pro-rated by the months over twelve. Total cost is the sum of the two. The effective rate on used capital is the total cost divided by the average drawn balance, annualised by twelve over the months, which means it equals the headline interest rate plus the fee rate multiplied by the ratio of headroom to drawn balance; it therefore rises as utilisation falls and equals the headline rate exactly at full utilisation. Utilisation is the average drawn balance over the credit limit. The model holds the average balance, the interest rate and the fee rate constant across the whole period and treats the average balance as though it were outstanding throughout. Arrangement and renewal fees, minimum-utilisation and clean-down clauses, covenant costs, rate movements, and the timing of draws and repayments within a period all fall outside it.

Frequently Asked Questions

How does a credit facility compare with a term loan?
They charge for different things. A term loan charges interest on its full principal from the day it is drawn until it is repaid, whatever the borrower does with the money. A facility charges interest only on the balance actually outstanding, plus a fee on the headroom left unused. Which comes out cheaper depends entirely on utilisation: at 30% of a 500,000 limit the facility costs 12,875 across a year against 12,000 for a 150,000 term loan at the same rate, while at 80% utilisation the facility costs 32,250 against 32,000 for a 400,000 term loan. The gap in both directions is small, and what separates them in practice is that one can be repaid and redrawn and the other cannot.
What's the commitment fee for?
The lender is holding capacity open. Under the Basel framework an undrawn commitment counts as an off-balance-sheet exposure that a bank has to hold regulatory capital against, since the borrower can draw on it at any time without further approval. That capital has a cost whether or not a single unit is ever drawn, and the commitment fee is where the lender recovers it. From the borrower’s side IAS 23 treats interest and other costs incurred in connection with borrowing as one category, so the fee belongs in the cost of the money rather than beside it.
How large should a credit facility be?
The arithmetic gives the trade-off rather than the answer. Headroom costs the fee rate on every unit of it, every year, whether or not it is ever used: on a 500,000 limit at 0.25%, each 100,000 of unused capacity costs 250 a year. Running out of limit during a peak costs whatever the shortfall costs, which is not a figure this calculator holds. The effective rate on used capital shows where a facility is sitting: at a twentieth drawn it reads 12.75% against an 8.00% headline, and at half drawn it reads 8.25%. That figure is the one that says whether the headroom is being paid for or used.
Can the rate on a credit facility change?
Commercial facilities are usually written at a reference rate plus a fixed spread, so the rate moves when the reference rate moves and the spread stays put unless the facility is renegotiated. Which reference rate applies depends on the currency and the market the facility is written in. This calculator takes one rate for the whole period, so a facility whose rate moves has to be run again at each rate to see the range, and the difference across a plausible range is usually larger than anything the unused fee contributes.

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