Merchant Cash Advance Calculator
Enter your advance, factor rate and term to see total repayment, daily and weekly payments, and APR before you sign. Below the tool: the APR formula, three worked examples and typical factor-rate ranges.
Calculate your MCA cost
Enter your advance details to see total repayment, payment schedule, simple annualized cost and estimated effective APR.
The lump sum you receive upfront.
Lower factor rates = lower total cost
Shorter terms = higher daily payments and a higher effective APR
Percentage of daily sales deducted for repayment
Your MCA breakdown
Estimate- Advance amount
- $50,000
- Factor rate fee
- $12,500
- Total repayment
- $62,500
- Simple annualized cost
- 33%
- Est. effective APR (daily payments)
- 62%
Simple annualized cost = fee ÷ advance × 365 ÷ term in calendar days. Est. effective APR = the annual rate at which equal payments every business day (260 a year, about 21.67 a month) repay the advance, the actuarial method loan APRs use. It's higher because you repay as you go.
Payment schedule
- Daily payment (business days)
- $321
- Weekly payment
- $1,603
- Monthly payment
- $6,944
Based on a 9-month term: 195 equal business-day payments, no early payoff, no extra fees. Holdback shown: 15%.
Free, no obligation. Requesting options doesn't itself affect your credit.
*This calculator provides estimates only. Actual MCA terms vary by provider, creditworthiness, and business performance. The simple annualized cost and estimated effective APR are approximations for comparison; origination or other fees in your contract would raise the effective APR. Consult with a financial advisor before making funding decisions.
How to Use This MCA Calculator
Understand each input and what the results mean for your business.
Advance Amount
The lump sum you receive upfront. Typical MCA amounts range from $5,000 to $500,000, based on your monthly revenue.
Factor Rate
A multiplier that determines your total repayment. Lower rates (1.10–1.20) are better; higher rates (1.30+) mean higher costs.
Repayment Term
How long you have to repay. Shorter terms mean higher daily payments but lower total cost; longer terms spread out payments.
How a factor rate converts to APR
A merchant cash advance is priced with a factor rate, not an interest rate. Your total repayment is the advance multiplied by the factor rate, and the fee is fixed on day one. It doesn't grow if you repay slowly, and it usually doesn't shrink if you repay fast. To compare an MCA with a loan or a line of credit, you have to turn that fixed fee into an annual rate. There are two ways to do it, and they give very different answers.
1. Simple annualized cost. The formula is:
Simple annualized cost = (fee ÷ advance) × (365 ÷ term in calendar days) × 100
With a month counted as 365 ÷ 12 days, that's the same as (factor rate − 1) × (12 ÷ term in months). A 1.25 factor rate over 9 months works out to 0.25 × (12 ÷ 9) = 33%, the "Simple annualized cost" line in the tool above. It's quick and good for comparing two offers side by side, but it assumes you hold the full advance for the whole term, so it understates the cost.
2. Estimated effective APR (daily payments), the headline figure in the tool above. You don't hold the full advance for the whole term. You start paying it back the next business day, so on average you only have about half the money in hand. The effective APR solves for the annual rate at which equal payments on every business day (260 a year, about 21.67 a month) equal the cash you received, then multiplies the per-payment rate by 260. That's the actuarial method a loan APR or a California or New York commercial-financing disclosure uses. It comes out at roughly 1.8 to 1.9 times the simple figure. That same 1.25 / 9-month advance (195 business-day payments of about $321) is about 62% estimated effective APR.
Why a short term inflates APR. The fee is fixed, so squeezing it into fewer months raises the annual rate in direct proportion. A 1.25 factor rate is about 46% estimated effective APR over 12 months, about 92% over 6 months and about 183% over 3 months. The dollar cost is $25 per $100 advanced in every case. When a funder offers a "faster payoff," check whether the factor rate drops with it. If it doesn't, the faster payoff only raises your APR.
Typical range. Common deals (factor rates of 1.20 to 1.45 over 5 to 12 months) work out to an estimated effective APR of about 40% to 200% using this method. Very short terms or high factor rates run higher.
Holdback %, daily remittance and estimated payoff days
Many MCAs don't charge a fixed payment. They take a holdback (also called the retrieval rate), a fixed percentage of each day's card or bank deposits. The math has three steps:
- Daily remittance = holdback % × your daily receipts
- Total repayment = advance × factor rate
- Estimated payoff days = total repayment ÷ daily remittance
Example: a restaurant with $1,200 a day in card sales and a 15% holdback remits $180 a day. On a $33,750 payback, that's 33,750 ÷ 180 ≈ 188 days, or just over 6 months. If sales drop to $1,000 a day, the remittance falls to $150 and payoff stretches to 225 days. The total you owe stays the same, which is why a true split-holdback MCA should flex with your revenue. Many modern deals use a fixed daily or weekly ACH instead, which doesn't flex unless you formally request a reconciliation. The calculator's daily and weekly figures assume even payments spread across the term.
Three worked examples
These are hypothetical scenarios, not real customers or real offers. Every figure comes from the same formulas the calculator uses (equal payments on business days), so you can enter the inputs above and get the same results.
Restaurant: $25,000 at 1.35 over 6 months
- Total repayment
- $33,750
- Fee
- $8,750
- Daily payment (130 business days)
- $260
- Weekly payment
- $1,298
- Simple annualized cost
- 70%
- Est. effective APR
- 126%
Small and short is the most expensive combination per dollar. This deal works only if the money pays for something that quickly earns more than $8,750, like a patio buildout before peak season.
Retail store: $50,000 at 1.25 over 9 months
- Total repayment
- $62,500
- Fee
- $12,500
- Daily payment (195 business days)
- $321
- Weekly payment
- $1,603
- Simple annualized cost
- 33%
- Est. effective APR
- 62%
This is the calculator's default. A lower factor rate and a longer term roughly halve the annualized cost of the restaurant deal, even though the dollar fee is larger.
Trucking company: $100,000 at 1.45, weekly ACH, 12 months
- Total repayment
- $145,000
- Fee
- $45,000
- Weekly payment
- $2,788
- Monthly equivalent
- $12,083
- Simple annualized cost
- 45%
- Est. effective APR
- 79%
Weekly ACH is common in trucking because freight receivables arrive in lumps. At 1.45, $45,000 is a large fee. Compare it against freight factoring or equipment financing before signing.
Estimated effective APR assumes equal payments on business days (260 a year, about 21.67 a month), no early payoff and no extra fees. Simple annualized cost counts the term in calendar days (365 a year). On a weekly schedule (52 payments a year) the effective APR comes out about 1 point lower, for example 78% instead of 79% in the trucking example.
Typical factor-rate ranges by credit and time in business
Pricing varies by funder, industry and bank-statement health, so treat these as typical market ranges, not quotes:
- Established and strong (2+ years in business, steady deposits, credit around 650+, no existing advances): often about 1.10–1.25.
- Mid-profile (1–2 years, credit around 550–650, some seasonality): often about 1.25–1.35.
- Higher risk (under 1 year, credit below about 550, negative balance days, or an existing advance): often 1.35–1.50, sometimes higher.
Your industry matters as much as your credit score. Restaurants, trucking and construction often price higher because their revenue swings. For the full breakdown, see understanding factor rates and APR vs. factor rate.
Early payoff and prepayment discounts
Paying a loan off early saves interest. Paying an MCA off early usually doesn't, because the full factor-rate fee is owed no matter when you finish. Some funders offer an early-payoff discount (for example, a reduced balance if you pay in full within the first 30, 60 or 90 days), but it's a contract term, not a right. Before you sign, ask whether there's a prepayment discount, how it's calculated, and whether it's written into the agreement. A verbal promise isn't enforceable. If there's no discount, an early payoff doesn't change your dollar cost, so the calculator's total repayment is what you'll pay.
Stacking risk: why a second advance changes the math
"Stacking" means taking a second (or third) MCA while the first is still open. Each funder takes its own holdback, so a 12% and a 10% remittance together take 22% of every deposit. Second-position advances are also usually priced higher, and many first-position contracts prohibit stacking. A breach can trigger default terms. Run each advance through the calculator separately, add the daily payments, and compare the total to your daily deposits. If the combined payments take more than you can spare on a slow day, that's the warning sign. See MCA stacking risks and alternatives.
What to do with your number
- Compare it. Line up offers and alternatives on the comparison page. If a term loan or line of credit is available to you, it will almost always be cheaper than a 60%+ effective APR.
- Prepare. Gather 3–6 months of bank statements and the other documents in the MCA application checklist. Clean statements are the biggest lever on your factor rate.
- Get matched. Take the 2-minute funding quiz to see which provider types fit your revenue, credit and time in business. Then negotiate: dropping from 1.35 to 1.25 on $100,000 saves $10,000 (negotiation calculator).
Merchant Cash Advance Calculator FAQ
Common questions about merchant cash advance calculations.
What's the difference between a factor rate and an interest rate?
A factor rate is a multiplier (for example, 1.25) applied once to the advance to set the total repayment. An interest rate (APR) accrues over time on the balance you still owe. A 1.25 factor rate repaid every business day over 6 months is a 50% simple annualized cost and about 92% estimated effective APR. MCAs aren't legally loans. They're purchases of future receivables, so they're priced with factor rates.
Why is my effective APR so high?
Two reasons. First, the fee is fixed and packed into a short term, so annualizing it multiplies it. Second, you start repaying almost immediately, so on average you hold only about half the money. MCAs are also unsecured and fund fast for businesses that may not qualify for bank loans, and funders price that risk and speed into the factor rate.
Can I negotiate a lower factor rate?
Often, yes. Opening quotes frequently have some room, commonly in the range of 0.05 to 0.15. Get at least 3 competing written offers, show clean bank statements, and counter with a specific target rate. On a $100,000 advance, moving from 1.35 to 1.25 saves $10,000 in fees. Our Negotiation Savings Calculator at /negotiate runs the math for your amount.
Should I choose a shorter or longer term?
At the same factor rate, the dollar fee is identical whatever the term, but a shorter term means larger daily payments and a much higher APR. Funders sometimes offer a lower factor rate for a shorter term, so compare total repayment first, then check that the daily or weekly payment fits your slowest weeks, not your average ones.
Is an MCA calculator accurate?
It's accurate for the math: total repayment, fee and average payments follow directly from the advance, factor rate and term. It's an estimate for timing. With a true percentage holdback, your actual payoff date moves with your sales, and the calculator shows two figures: a simple annualized cost and an estimated effective APR that assumes equal business-day payments. The effective APR is roughly 1.8 to 1.9 times the simple figure. Your contract's numbers are the ones that count.
How do I calculate an MCA daily payment?
For a fixed daily ACH, divide total repayment (advance times factor rate) by the number of payment days. Daily ACH usually debits on business days only, about 21.67 a month, so $62,500 over 9 months (195 business days) is about $321 a day. For a percentage holdback, multiply your daily card or deposit receipts by the holdback rate. 15% of $1,200 in daily sales is $180 a day.
What is a good factor rate?
Typically, 1.10 to 1.20 is strong pricing, usually available to established businesses with steady deposits and decent credit. 1.20 to 1.35 is common for mid-profile borrowers. Above 1.35 is expensive and usually reflects a newer business, weaker credit, a volatile industry or an existing advance. What's good also depends on term: a 1.20 over 3 months costs far more per year than a 1.20 over 12 months.
How is MCA APR calculated?
The simple annualized cost is the fee divided by the advance, times 365 divided by the term in calendar days, which is the same as (factor rate minus 1) times (12 divided by term in months). A 1.25 over 9 months is 33%. The estimated effective APR finds the annual rate at which equal payments on every business day (260 a year) equal the cash you received, the same actuarial approach used for loan APRs and California and New York commercial-financing disclosures. It comes out about 1.8 to 1.9 times the simple figure, so that 1.25 over 9 months is about 62%. This calculator shows both.
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