Brian Kim explains how merchant cash advances are priced and when one is the right tool for the job.
Merchant cash advances (MCAs) are one of the most accessible — and most misunderstood — products in small business finance. They trade higher cost for speed and revenue-led qualification, which makes them the right tool for some situations and the wrong one for others. The math matters either way.
This page covers what every applicant should know before signing.
Legally, an MCA is generally structured as a sale of future receivables, not a loan. The funder gives you a lump sum today in exchange for a fixed dollar amount of future revenue. Because MCAs aren't loans, they're regulated differently from traditional credit products — a growing list of states (including New York and California) requires MCA-specific cost disclosures, and some courts have recharacterized particular MCAs as loans when contract terms looked loan-like. Talk to an attorney about how your state's rules apply to your contract.
Practically, what you experience is: lump sum in, fixed daily or weekly debits out until the agreed total is repaid.
MCAs price using factor rates, not interest rates. A factor rate of 1.30 means you'll repay 1.30× the amount funded. So $50,000 at a 1.30 factor means $65,000 total repayment — $15,000 cost of capital, regardless of how fast you pay it back.
That "regardless of how fast" point is where MCAs surprise people. Unlike a term loan, prepaying an MCA early generally does NOT reduce what you owe — unless the contract explicitly includes a prepayment discount. Always ask.
A 1.30 factor over 12 months works out to roughly 30% simple-cost APR. The same 1.30 factor over 9 months works out closer to 40% — shorter term, same fixed cost, higher effective rate. The true amortizing APR (which accounts for paying down principal as you go via daily debits) is typically somewhat higher than the simple-cost figure. The takeaway: longer terms produce lower APR-equivalents, even when the factor rate is unchanged.
Take (factor − 1) × (12 ÷ months of repayment). 1.30 over 9 months → 0.30 × (12÷9) ≈ 40% APR. Use this as a sanity check on any offer.
MCAs make sense when speed matters more than cost and the use of funds will generate enough margin to absorb the cost of capital. Typical good fits:
"Stacking" is taking out a second MCA before the first is paid off. Daily debits compound, and combined debits eating 15–20% of daily deposits will strain operating cash flow fast. Second-position advances exist for legitimate reasons (real revenue growth, a discrete short-payback opportunity), but a broker who pitches one without showing you the combined-debit math against your daily deposits is looking at their commission. Demand to see the combined math before signing any second advance.
An MCA is a tool, not a verdict. Used for the right purpose, with eyes-open math, it can keep a healthy business moving. Used to plug ongoing losses or refinance other expensive debt, it accelerates the problem. ClearValue Lending matches your file to the lender most likely to fund the right product — and the lender presents the math (factor rate, total payback, payment schedule) in writing before you sign. For the broader product comparison, see Term loans vs. MCAs, APR vs. factor rates, and Why stacking can destroy your business. The FTC and CFPB both publish guidance on small business financing rights.
Legally, no. An MCA is typically structured as a sale of future business receivables — the funder buys a fixed dollar amount of your future revenue at a discount. Because MCAs aren't loans, they're regulated differently from traditional credit. State commercial financing disclosure laws (CA, NY, VA, UT, GA) increasingly require APR-equivalent disclosure on MCAs anyway. Talk to an attorney about how your state's rules apply to your contract.
A factor rate is a multiplier on principal — 1.30 means you'll repay 1.30× the amount funded, total. Interest rates accrue over time and decrease as you pay down the balance. With a factor rate, the total payback is fixed at funding and doesn't reduce based on how fast you repay (unless the contract includes a prepayment discount).
Use this formula for an approximate APR: APR ≈ (factor − 1) × (12 ÷ months of repayment) × 100. For example, a 1.30 factor over 9 months ≈ 0.30 × (12÷9) ≈ 40% APR-equivalent. The true amortizing APR runs slightly higher because daily debits pay down principal as you go, but this approximation is within a few percentage points and good enough for decision-making.
Sometimes. Some MCA contracts include explicit prepayment discounts; many don't. Without a written prepayment-discount clause, paying off an MCA early does NOT reduce what you owe — the full factor amount remains due. Always confirm prepayment treatment in writing before signing. Consolidation through a longer-term, lower-cost product (term loan, line of credit) is the most common path out.
MCAs make sense when speed matters more than cost AND the use of funds will pay back inside the MCA's term. Typical good fits: buying inventory at a discount that exceeds the cost of capital, bridging a known short-term cash gap, equipment repair on a revenue-generating asset, time-sensitive vendor opportunities. They're the wrong call for ongoing operating losses, long-payback investments, or refinancing other MCAs without a new revenue source.
Stacking is taking out a second MCA before the first is paid off. Combined daily debits can quickly eat 15-20% of daily deposits before any operating expenses — straining cash flow fast. Second-position advances exist for legitimate reasons, but any broker who pitches one without showing combined-debit math against your daily deposits is looking at their commission. Demand combined math before signing any second advance.
ClearValue Lending is a funding platform, not a direct lender. If your file matches lender partners that fund MCAs, we route to one of them — but we also route to lower-cost products (lines, term loans, SBA) when you qualify and your timing permits. Final approval, factor rate, and terms are the lender's decision.