Question and answer · informational

Is a 1.4 factor rate high?

The question cannot be answered as asked. Supply the term and it answers itself.

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Is a 1.4 factor rate high?

The question has no answer without the term, because a factor rate contains no time dimension. Illustrative only — $25,000 at 1.40 repays $35,000 and costs $10,000 whether that takes four months or eighteen; annualised, the four-month version is 179.6% and the eighteen-month version is 45.7%. Ask for the total repayment, the payment amount and the term, then judge the cost against what the money will do and whether the payment fits.

Why there is no yes or no

A factor rate is a multiplier with no time in it. Asking whether 1.4 is high is like asking whether $10,000 is expensive — expensive for what, over how long, instead of what?

Illustrative only — $25,000 advanced at 1.40 repays $35,000. The cost is $10,000. That is true regardless of the term.

The same factor, two very different deals

Repaid in four monthly instalments of $8,750, the periodic rate that makes those payments worth $25,000 today is 14.9625% a month. Annualised by twelve, that is 179.6%.

Repaid in eighteen instalments of $1,944.44, the monthly rate is 3.8099% and the annualised cost is 45.7%.

Both cost $10,000. One is charging roughly four times as much for the use of the money as the other. If somebody tells you 1.4 is high or low without asking how long, they are guessing.

The quick method — cost over advance, scaled to a year — gives 120% and 26.7% for the same two cases. It understates both, because you do not hold the full $25,000 for the full term. Use it as a sanity check, not as an answer, and say which method you used.

The daily-debit version of the same deal

Most advances at this factor are not repaid monthly. They are debited every banking day, which changes the arithmetic in your favour on the schedule and against you on the timing.

Illustrative only —the same $25,000 at 1.40, repaying $35,000 over 120 banking days. The debit is $291.67. Solving for the rate that makes 120 debits of $291.67 worth $25,000 today gives 0.5923% per banking day, and multiplying by the 252 banking days in a year gives 149.3%.

Now apply the fees. With 5% taken at funding, $23,750 reaches the account while the repayment obligation stays at $35,000. The effective factor on the money you actually received is 1.4737, and the same calculation on $23,750 annualises to 173.9%.

The deal was described as 1.40. The number that governs your bank account is 1.47, and the difference is entirely fees you were told about and did not add in.

The renewal, which is where the real cost lives

Illustrative only —you are halfway through: $17,500 delivered of the $35,000, so $17,500 remains. The funder offers a renewal — $40,000 gross at the same 1.40, with the outstanding balance paid off from the proceeds.

Total repayment on the new deal is $56,000. Of the $40,000 gross, $17,500 clears the old balance, so $22,500 of new cash reaches you.

Price the new money properly. Before the renewal you owed $17,500. After it you owe $56,000. The obligation went up by $38,500 and you received $22,500. That is a factor of 1.71 on the marginal money, not 1.40.

This is the single most expensive thing that happens in this product, and it happens quietly, because the renewal is presented as the same rate you already accepted. Ask one question before renewing: how much new cash reaches my account, and by how much does my total obligation increase? Divide the second by the first.

What actually decides whether the deal is bad

  1. Can you make the payment? $8,750 a month against your free cash flow, in your worst month, not your average one.
  2. What is the money for? $10,000 of cost against a job with a known margin is a different question from $10,000 of cost against a shortfall.
  3. What else was available? A deal is expensive relative to the alternatives you could actually get, not relative to a rate you read about.
  4. What is the total, after fees? If points come out of the wire, you are paying $10,000 for less than $25,000.

The questions to ask instead

  • What is the total repayment in dollars?
  • What is the payment, how often, and for how many payments?
  • What comes out at funding?
  • Is the term fixed, or does it move with deposits?
  • Is there an early payoff discount, in writing?

Once you have those five, you can compute the annualised cost yourself with the calculators and compare it to anything else on the table. Until you have them, 1.4 is a number without a meaning — see how to annualise a factor rate.

How to tell you are being quoted a factor at all

Some offers never say the word. Signals that the number in front of you has no time dimension in it:

  • A "rate" quoted with two decimal places and no percent sign — 1.32, 1.45.
  • A total repayment that is a clean multiple of the funded amount.
  • A "cost of capital" or "buy rate" expressed as a percentage, where the percentage is the factor minus one rather than an annual rate. Thirty-two percent on a four-month deal is not thirty-two percent a year.
  • An estimated term rather than a fixed one, because the payment is a share of receipts.
  • A quoted payment and a quoted term with no stated rate at all. That is a factor deal where nobody wrote the factor down.

Where the percentage is the factor minus one and the term is short, the annualised cost is a large multiple of the number you were shown, and the conversion needs the term. See factor rate vs APR for the mechanics.

Paying it off early makes it worse, not better

This is the part of the product that surprises people most, and it follows directly from there being no time in the number.

Illustrative only —the same $25,000 at 1.40, scheduled over 120 banking days. At day 60 you have delivered $17,500 and a good month arrives, so you clear the remaining $17,500 in a lump. You have now delivered the full $35,000 in 60 banking days instead of 120. The cost in dollars is unchanged at $10,000. The annualised cost doubles, from 149.3% to 296.6%, because you paid the same price for half the time.

With a written early-payoff discount of 10% on the remaining balance you would deliver $33,250 instead, and the annualised figure lands at 248.8% — better, and still far above where you started.

Two things follow. Never treat early repayment on a factor-priced advance as a saving unless there is a discount in the contract, in writing, with the calculation stated. And when you are comparing a factor deal against an amortising loan, remember that the loan gets cheaper if you clear it early and the advance does not. That asymmetry is worth as much as a point or two of headline pricing.

Where this applies

Related questions

Is a 1.4 factor rate high?

The question has no answer without the term, because a factor rate contains no time dimension. Illustrative only — $25,000 at 1.40 repays $35,000 and costs $10,000 whether that takes four months or eighteen; annualised, the four-month version is 179.6% and the eighteen-month version is 45.7%. Ask for the total repayment, the payment amount and the term, then judge the cost against what the money will do and whether the payment fits.

Which funding products does this apply to?

Merchant Cash Advance, Working Capital, Revenue-Based Financing. Each has its own page listing the funders in this directory that offer it and what each one publishes about its terms.

Are the figures here quotes?

No. Every worked example is labelled illustrative and exists to show the arithmetic. What a particular lender charges is on that lender's page, where it publishes it at all.

Who writes this?

The Find Me Funders research desk. Some drafting is AI-assisted, and every page that is says so at the top, including whether a person has checked its claims yet.

How do I know a figure here is right?

Where a page carries the green notice, its claims were checked against the sources listed at the end and a reviewer is named. Where it carries the amber one, nobody has verified it yet and you should confirm anything you plan to act on.

Are the examples real deals?

No. Every worked example is labelled illustrative and exists to show the arithmetic. What any particular lender charges is on that lender's page, where it publishes it.

Why do you never say what a typical rate is?

Because we cannot source it. A market average assembled from lenders who do not publish prices is a guess with a decimal point on it. Where a lender publishes a figure, we show that figure and say where it came from.

Is this financial or legal advice?

No. It is general information about how these products work. Outcomes depend on your contract and your state, and a lawyer or accountant licensed where you are is the person to ask about your situation.

Can I reuse this content?

Quote a paragraph with a link back. Do not republish whole articles.

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