The cost of a merchant cash advance is one of the most misunderstood aspects of business funding. Factor rates make MCAs look more affordable than they actually are, and without understanding the true cost, you cannot make an informed decision about whether an MCA is right for your business.
Let us start with the basic math. You receive $40,000 with a 1.35 factor rate. Your total repayment obligation is $54,000. The gross cost is $14,000. On the surface, 35% sounds like a reasonable financing cost. But that 35% is not an annual rate — it is a flat fee for the entire term. If the term is 8 months, the annualized cost is significantly higher than 35%.
To calculate the approximate APR of an MCA, you can use a simplified formula. Take the total cost ($14,000), divide by the advance amount ($40,000), divide by the term in years (8 months equals 0.667 years), then multiply by 100. That gives you $14,000 divided by $40,000 divided by 0.667, which equals approximately 52.5% — but this is actually a rough estimate. The true APR, accounting for the fact that you are paying down the balance daily, is even higher — often in the 70-100% range for this example.
For a 4-month term with the same 1.35 factor rate, the effective APR jumps dramatically. The same $14,000 cost is compressed into half the time, effectively doubling the annualized cost. This is why shorter-term MCAs are among the most expensive forms of business capital available.
But the sticker price is not the whole story. There are often additional costs that reduce your net funding. Origination fees of 1-3% reduce the cash you actually receive. If a funder charges 2% origination on a $40,000 advance, you receive $39,200 but still repay $54,000. Your actual cost is $14,800 on $39,200 of usable capital.
Broker fees can add another layer. If you applied through a broker, they typically earn 1-10 points (1-10% of the advance amount) as commission. In some cases, this is built into the factor rate. In others, it is added on top. A $40,000 advance with a 1.30 buy rate and 5 points of broker commission means the funder sends $42,000 to the broker, the broker keeps $2,000, and you get $40,000. But the factor rate is calculated on the $42,000, meaning you repay more than if you had gone directly to the funder.
Payoff costs for existing positions further erode net funding. If you owe $8,000 on a current MCA and a new funder approves you for $50,000, they pay off the $8,000 directly. You receive $42,000 in net funding but owe the full factor rate on $50,000. If the factor rate is 1.30, you repay $65,000. Your cost is $23,000 on $42,000 of new money — an effective cost of 55 cents for every dollar of new capital.
There is also the opportunity cost to consider. Those daily payments of $300 to $600 represent cash that cannot be used for other purposes. If your business has a higher-return use for that cash — inventory that generates 50% margins, for example — the true cost of the MCA includes the lost opportunity from tying up that cash flow in debt service.
Some concrete cost comparisons to put MCA pricing in perspective. On $50,000 of funding over 12 months: a bank term loan at 10% APR costs approximately $2,749 in interest. An SBA loan at 7% costs about $1,906. An online business loan at 25% costs roughly $7,051. An MCA with a 1.30 factor rate costs $15,000. An MCA with a 1.45 factor rate costs $22,500.
The MCA at 1.45 costs more than eight times what an SBA loan costs for the same amount and period. This does not mean MCAs are bad — it means they are expensive, and that expense should be justified by the business need and the return on the capital deployed.
When evaluating whether an MCA makes financial sense, calculate your cost per dollar of funding (total cost divided by net funding received), compare the daily payment to your daily net profit (not just revenue), and estimate the return on investment for how you plan to use the funds. If you are using $40,000 in MCA funding to purchase inventory that you will sell for $80,000 in profit, the $14,000 in MCA costs is a worthwhile investment. If you are using it to cover payroll during a slow season with no revenue growth expected, you are paying $14,000 to delay a cash flow problem, not solve it.