Calculator

Factor rate cost calculator

Take an advance quote, with its amount, factor rate, term and remittance schedule, and see the total payback, the dollar cost, the daily or weekly remittance and the APR a loan would have to carry to cost as much.

The quote

Enter what you were offered

What lands in the account, before any fee is deducted.
1.15–1.45 is typical for a first position.
Estimated from the daily or weekly amount.
Remittance schedule
Daily counts 21 business days a month.
Deducted before funding by many funders; it raises the real cost of what you receive.
Total amount you remit $65,000 Cost $15,000 · APR-equivalent 109.3%
Each remittance
$515.87× 126 business days
Cost as a share
30%
APR-equivalent
109.3%
Naive annualised
60%
You receive
$50,000
Bank loan, 12% APR
$1,765same amount, same months
Cost over time
Cost over time$0$25k$50k$75k$100kstart326395day 126you receive $50,000paid back · day 97$65,000 remitted · cost $15,000Cost over time$0$50k$100kstart63day 126you receive $50,000paid back · day 97$65,000 remitted · cost $15,000
The shaded band shows what the advance costs, measured as cumulative remittances against the amount you receive.
Payment schedule
Payment schedule by month$0$10k$20kMonth 1: 21 × $516 = $10,833M1$10.8kMonth 2: 21 × $516 = $10,833M2$10.8kMonth 3: 21 × $516 = $10,833M3$10.8kMonth 4: 21 × $516 = $10,833M4$10.8kMonth 5: 21 × $516 = $10,833M5$10.8kMonth 6: 21 × $516 = $10,833M6$10.8k$516 × 126 = $65,000 over 6 monthsPayment schedule by month$0$10k$20kMonth 1: 21 × $516 = $10,833M1$10.8kMonth 2: 21 × $516 = $10,833M2$10.8kMonth 3: 21 × $516 = $10,833M3$10.8kMonth 4: 21 × $516 = $10,833M4$10.8kMonth 5: 21 × $516 = $10,833M5$10.8kMonth 6: 21 × $516 = $10,833M6$10.8k$516 × 126 = $65,000
The amount that comes out of the account in each month of the term.

Illustrative, not an offer. Nothing applies to you except the terms written in an agreement you sign. How this is calculated.

Questions
What is a factor rate?

The multiplier that decides how much you remit on an advance: amount × factor rate = purchased amount. With a 1.30 factor on $50,000, you pay back $65,000, so the cost is $15,000. The rate is locked in when you sign and stays the same even if you remit ahead of schedule, unless an early payoff discount is written into the agreement.

How can the APR-equivalent come out so far above what the factor rate implies?

Because the balance gets paid down steadily over a brief term. Paying 30% over six months looks like 60% a year on paper, yet you never have the whole $50,000 for those six months because part of it goes back every business day. The APR-equivalent is the rate a loan would need to generate the same payments on the same schedule, which works out to about 109.3% in the example.

Will I save anything by paying off a merchant cash advance early?

Not by default. Because the purchased amount doesn't change, paying it off in four months rather than six costs the same dollars and pushes the APR-equivalent higher. Discount for paying earlys — typically 10–25% of the remaining purchased amount within a window — are worth asking for in writing before you sign.

What is a typical factor rate?

A first-position advance typically lands somewhere from 1.15 to 1.45. The number rises with shorter terms, weaker deposits, negative days, existing positions and higher-risk industries. Anything over 1.49 is worth a second opinion and a side-by-side look at every alternative available.

Want to see how your own numbers come out?

Send one request with three months of statements and get options from our network of funding partners in plain dollars, or a straight answer that a bank would serve you better.