MCA cost examples by industry
What a merchant cash advance costs depends less on your industry than on your factor rate and term, but seeing real, labeled examples by industry makes the numbers concrete. Here are representative ones.
This article is educational and is not an offer of credit.
Key takeaways
- A merchant cash advance is priced with a factor rate, not an interest rate, so cost is driven by the factor and the term, not by your industry label.
- Industry still shapes the offer because it shapes revenue pattern, deposit consistency, and how a funder reads risk.
- Every figure below is a representative illustration, not a quote. Your offer depends on your own revenue and history.
- The same advance amount produces the same payback at the same factor regardless of trade.
- Run your own numbers in the calculator to replace these examples with figures that fit your business.
What actually drives the cost
Before the examples, one honest point. A merchant cash advance is the purchase of a portion of your future receivables at a discount, not a loan, and its price is a factor rate. The total you repay is the advance amount times that factor, a flat figure with no compounding. That means your industry does not set the cost. The factor and the term do.
Industry still matters, just upstream. A funder reads your revenue pattern, your deposit consistency, and the seasonality of your trade to decide what factor and term to offer in the first place. A business with steady daily card sales may see a different offer than one paid in large, irregular invoices. So the examples below differ by industry in their typical amounts and patterns, but the cost math is identical across all of them: amount times factor equals payback.
Restaurant: $50,000 at a 1.40 factor
Representative illustration, not a quote. A restaurant takes a $50,000 advance to replace a failed walk-in cooler and cover a slow stretch.
- Total payback: $50,000 times 1.40 equals $70,000.
- Cost of capital: $20,000.
- Repaid over roughly twelve months on a daily remittance.
- APR-equivalent: roughly 71 percent, an estimate for comparison only, not a contractual APR.
- Why this shape: steady card sales support a daily pull, but thin margins mean the remittance has to be sized carefully.
Trucking: $75,000 at a 1.30 factor
Representative illustration, not a quote. An owner-operator takes a $75,000 advance to cover fuel and repairs while waiting on freight invoices to settle.
- Total payback: $75,000 times 1.30 equals $97,500.
- Cost of capital: $22,500.
- Repaid over roughly ten months, often on a weekly remittance to fit settlement timing.
- APR-equivalent: an estimate for comparison only, not a contractual APR, and higher because the term is shorter.
- Why this shape: lumpy invoice-based deposits often pair better with weekly than daily debits.
Construction: $120,000 at a 1.32 factor
Representative illustration, not a quote. A contractor takes a $120,000 advance to buy materials and mobilize a crew before a project draw lands.
- Total payback: $120,000 times 1.32 equals $158,400.
- Cost of capital: $38,400.
- Repaid over roughly eleven months.
- APR-equivalent: an estimate for comparison only, not a contractual APR.
- Why this shape: large, milestone-driven cash flow can support a bigger advance, but the gap between draws is the real reason for the funding.
Retail: $30,000 at a 1.25 factor
Representative illustration, not a quote. A retail shop takes a $30,000 advance to stock inventory ahead of a busy season.
- Total payback: $30,000 times 1.25 equals $37,500.
- Cost of capital: $7,500.
- Repaid over roughly eight months on a daily remittance.
- APR-equivalent: an estimate for comparison only, not a contractual APR.
- Why this shape: consistent daily card volume and a clear seasonal payoff can support a lower factor and a shorter term.
Salon or services: $20,000 at a 1.35 factor
Representative illustration, not a quote. A salon takes a $20,000 advance to renovate stations and cover the slow weeks during the work.
- Total payback: $20,000 times 1.35 equals $27,000.
- Cost of capital: $7,000.
- Repaid over roughly nine months on a daily remittance.
- APR-equivalent: an estimate for comparison only, not a contractual APR.
- Why this shape: smaller advances on steady appointment-based revenue, sized so the daily pull does not crowd out payroll.
The pattern across every example
Notice what the examples have in common. In each one, the payback is simply the amount multiplied by the factor, and the cost of capital is the difference. That holds whether the business serves food, hauls freight, or cuts hair. The industry shaped the amount, the term, and the remittance frequency a funder is likely to offer, but it did not change the cost arithmetic.
That is exactly why your own numbers beat any example on this page. Two restaurants with different revenue and history can see different factors, and a contractor with strong deposits might see a lower factor than the illustration above. The examples are here to make the structure concrete, not to predict your offer.
Run your own industry's numbers
The fastest way to turn these illustrations into something useful is to plug in your real figures. Use the MCA calculator to enter your amount, factor, and term and see your payback, cost of capital, and daily or weekly remittance. If a funder hands you a factor and a term, the factor rate calculator converts it to an APR-equivalent so you can weigh it against a business line of credit, and how we calculate true APR shows the method behind that estimate.
We are a funding broker, not a lender, so a specialist can look at your revenue pattern and tell you what shape of offer is realistic for your trade without pushing a single product. Talk to one, or run your numbers through the free calculator first. There is no credit pull to start, and you can see your options or call 866-625-4413.