Start with the repayment multiple
A factor rate of 1.30 means a contractual payback of funding multiplied by 1.30 when that is how the agreement defines it. For $50,000, the payback is $65,000 before any additional charges. The $15,000 difference is 30% of the initial funding amount. It is not automatically a 30% annual rate, even when the contract is expected to finish in 1 year.
The difference matters because installments return principal throughout the period. By the final month you no longer have the full original amount in use. An annual comparison must reflect that declining balance or, more generally, the actual dated cash flows. Dividing the total charge by the initial funding and the number of years ignores the money returned along the way.
Distinguish annualized APR from compounding
For equal monthly payments, solve for the monthly rate that makes the present value of all payments equal the net money received. Multiply that periodic rate by 12 for a nominal annualized cash flow APR. A compounded effective annual rate instead raises 1 plus the monthly rate to the power of 12, then subtracts 1. The second number is higher when the monthly rate is positive.
These labels should not be used interchangeably. The existing merchant cash advance calculator uses simple annualization of a solved periodic rate, with its own daily or weekly timing assumptions. The monthly illustrations here are separate educational examples. A statutory disclosure may prescribe additional conventions, so use the supplied disclosure and actual payment calendar when checking a particular transaction.
Net funding and timing are indispensable
Use the amount the business actually receives, not a face amount before withheld fees. If funding is $50,000 but $2,000 is withheld, net receipt is $48,000. Keeping the same $65,000 repayment means the business pays more for less usable cash. The repayment multiple can remain 1.30 while annualized cost increases because the funding base in the cash flow calculation changed.
Record every payment date and amount. Daily weekday debits are not equivalent to calendar daily payments; weekly payments are not monthly payments. A fixed payment schedule differs from a revenue share whose completion date changes with sales. New York DFS and California DFPI commercial disclosure resources address such differences. An estimated APR for sales based financing depends on the stated projection and is not a promise of the actual ending date.
Hypothetical factor rate scenarios
Every numerical scenario in this table is hypothetical. The 1.30 multiple is chosen for teaching, not presented as a lender quote or market range. Nominal APR uses equal monthly installments, no fees and the same initial $50,000.
| Cost item | Amount or range | What it means |
|---|---|---|
| Repayment multiple | 1.30 assumed | Total scheduled payback = $50,000 × 1.30 = $65,000. |
| Total finance charge | $15,000 | Payback less funding; unchanged across these no fee scenarios. |
| 6 month payoff | 96.64% nominal APR | About $10,833.33 monthly; compounded effective annual rate about 153.32%. |
| 12 month payoff | 51.44% nominal APR | About $5,416.67 monthly; compounded effective annual rate about 65.48%. |
| 18 month payoff | 35.05% nominal APR | About $3,611.11 monthly; compounded effective annual rate about 41.26%. |
Worked example: the same 1.30 factor over 3 schedules
Hypothetical example: $50,000 net funding, 1.30 repayment multiple, no additional fees and equal monthly payments beginning 1 month after funding. We vary only the repayment period. This is not a model of irregular daily debits or a specific legal disclosure.
- Payback = $50,000 × 1.30 = $65,000. Finance charge = $65,000 less $50,000 = $15,000.
- For 12 months, payment = $65,000 ÷ 12 = $5,416.666667. Find monthly r such that $50,000 = $5,416.666667 × [1 less (1 + r) raised to negative 12] ÷ r.
- Solving gives r about 0.04286884, or 4.2869% per month. Nominal annualized APR = r × 12 × 100 = about 51.44%.
- Compounded effective annual rate = [(1 + r) raised to 12 less 1] × 100 = about 65.48%. Simply calling the cost 30% misses the timing effect.
- For 6 months, payment = $65,000 ÷ 6 = $10,833.333333. The same present value calculation gives about 8.0535% monthly, 96.64% nominal annualized APR and 153.32% compounded effective annual cost.
- For 18 months, payment = $65,000 ÷ 18 = $3,611.111111. The solved monthly rate is about 2.9207%, giving 35.05% nominal annualized APR and 41.26% compounded effective annual cost.
All calculations use unrounded payments, then round the displayed result. In a real schedule, the final installment may be adjusted by a few cents. An initial fee, payment at funding or irregular debit dates requires a revised cash flow calculation. Do not reuse the no fee result when the amount deposited is smaller.
A faster repayment can increase annualized cost without increasing the total dollar charge. That is not a contradiction: the same charge is paid for a shorter period of access. Dollar cost and annualized cost answer different questions, and both should be visible. The graphic holds dollar cost constant to make this distinction clear.
What drives the cost up or down
Repayment speed is the strongest difference in this illustration. Faster principal return leaves less cash in use for less time, raising the annualized cost when the charge is fixed. If a contract discounts early payoff, the charge also changes; calculate the discounted schedule instead of assuming the original payback stays due.
Withheld fees reduce usable funding. Closing, broker or processing charges can be included in a formal finance charge depending on applicable rules. For an educational comparison, list every required financing payment and show its timing. The same factor multiple on a smaller net deposit produces a higher cash flow rate.
Payment frequency changes the result. A business making weekday debits experiences a different schedule from one paying weekly or monthly. Holidays, skipped dates and a final partial debit can matter. Use dates when available rather than multiplying a quoted daily amount by an assumed number of calendar days.
Revenue share estimates can change after funding. Strong sales may finish repayment sooner; weaker sales may extend it if the agreement truly adjusts payments. Compare conservative and faster sales scenarios and read reconciliation rights. Do not infer legal classification, usury treatment or a guaranteed term from the label merchant cash advance.
Frequently asked questions
Is a 1.30 factor rate the same as 30% APR?
No. It can mean a 30% total charge before fees, but APR reflects payment timing and net funding. In the hypothetical 12 month monthly schedule, nominal annualized APR is about 51.44%. A different repayment calendar produces a different rate.
Can I divide the factor charge by the term?
That produces a rough simple annual charge on the initial amount, not a proper cash flow APR for installment repayments. It ignores principal returned before the end. Use a present value calculation or an appropriate calculator with the actual payment structure.
Which figure should I compare with a bank loan?
Compare consistently defined annualized cash flow rates, then compare total dollars and liquidity needs too. Do not compare a compounded effective annual rate for one offer with a nominal rate for another without labelling the difference. Formal disclosures may require specific conventions.
Why does faster repayment look more expensive annually?
The same total charge is paid while the money remains available for fewer months. Annualization measures the pace of cost, not only the dollar total. If faster repayment earns a real discount, calculate that new amount and schedule rather than keeping the original fixed charge.
Can a factor rate tell me whether financing is legally a loan?
No. Classification depends on the actual agreement and applicable law, not the numerical multiple. Disclosure rules and consumer credit rules have different scopes and exemptions. This guide explains arithmetic and does not give a legal conclusion about a particular contract.
Calculators and product details
- Merchant cash advance annualized cost calculator
- Invoice factoring cost calculator
- Revenue based financing product costs
- Invoice financing product costs
Calculator results are educational estimates, not quotes. Check whether the payment timing, fee treatment and repayment structure match your document before comparing a result with a disclosed APR. Our methodology explains the existing models and their limitations.
Related guides
- The true cost of a merchant cash advance
- Revenue based financing costs
- Early payoff and prepayment penalties
Sources
These primary sources support the rules and product mechanics discussed above. Hypothetical examples are our calculations from explicitly stated assumptions, not published offers. Pricing and program schedules change; verify the current document before relying on any figure.
- New York DFS: commercial financing disclosure regulation: Official explanation of finance charge, APR and disclosure requirements for different commercial financing structures.
- California DFPI: commercial financing disclosures: Official commercial financing disclosure resources. Covers the $500,000 exemption threshold and other transaction-specific limitations.
- CFPB: Regulation Z APR determination: Federal APR framework referenced by commercial disclosure rules; scope and transaction conventions matter.
- CFPB: Regulation Z exemptions: Business purpose credit exemption and the card provisions that still apply.