The Annualized Cost of a Daily-Pay MCA: 12 Worked Examples

Twelve calculations can describe twelve payment schedules without establishing a universal MCA rate. The examples below use a defined cash-flow model so that the effect of timing remains visible, while keeping effective annualized cost separate from a statutory APR disclosure.

1. Define the Model and Its Limits

Each example assumes a $50,000 deposit on day zero, no separate fees, and equal payments on every calendar day beginning on day one. Three, six, nine, and twelve months mean 90, 180, 270, and 360 days for this exercise. A business-day contract needs a different dated schedule.

The factor multiplies $50,000 to produce the total payment amount. The daily payment is that total divided by the assumed number of payments. Rounded payments require a final adjustment so that the contractual total is not changed by rounding.

For annualization, the model solves the daily internal rate of return and compounds it over 365 days. The resulting effective annualized rate differs from a nominal annualized rate calculated by multiplying the daily rate by 365. Neither is presented here as a legally required disclosure for a specific commercial offer.

The CFPB discussion of APR and interest rates explains the broader-cost concept in a consumer mortgage context. Commercial financing requirements need their own legal review. These examples are intended to expose assumptions, not to assign a legal classification to every arrangement called an MCA.

2. Examples One Through Four: A 1.2 Factor

Example one uses a 1.2 factor over 90 days. The total is $60,000, the equal daily payment is approximately $666.67, and the effective annualized rate is approximately 352.1 percent. The short period makes the compounded annual comparison much larger than the twenty percent contractual charge.

Example two keeps the same $60,000 total but uses 180 days. The payment falls to approximately $333.33 per day and the effective annualized figure to 113.6 percent. No separate cost reduction has been assumed; only the payment dates changed.

Example three spreads the total over 270 days. The daily payment is approximately $222.22 and the effective annualized figure is 66.0 percent. Example four uses 360 days, producing approximately $166.67 per day and an effective annualized figure of 46.3 percent.

Across all four examples, the business receives $50,000 and pays $60,000. The comparisons differ because the business returns that money at different speeds. This is why a statement that the financing costs twenty percent does not provide the same information as a dated schedule.

Actual daily collections may exclude weekends or adjust with receipts. Do not identify a real agreement with example two merely because its sales summary says six months. Count the payment dates and examine the mechanism used to determine the amount.

The distinction becomes especially important when comparing a fixed debit with withholding from sales. A fixed debit can continue through a low-revenue day, while a contractual sales percentage may produce a different collection. A loan paid through a percentage of sales may still require a periodic minimum. The label daily-pay does not settle these questions.

Before using one of these four examples, write down which assumption differs from the offer in front of you. A model can still help, but its conclusion should remain conditional on the input being changed. That brief note is part of the calculation, rather than an optional disclaimer.

3. Examples Five Through Eight: A 1.3 Factor

Example five uses a 1.3 factor over 90 calendar days. The total becomes $65,000, with approximately $722.22 due each day. The effective annualized rate is approximately 805.3 percent under the compounding method stated above.

Example six uses 180 days for the same $65,000 total. The daily payment is approximately $361.11 and the effective annualized rate is 202.9 percent. Example seven extends the period to 270 days, producing approximately $240.74 per day and 109.7 percent effective annualized cost.

Example eight uses 360 payments of approximately $180.56, with an effective annualized rate of 74.3 percent. The charge above the original advance remains $15,000 in every example within this group.

The higher factor increases both the payment total and the rate for a given schedule. A business deciding between offers should therefore avoid comparing one provider's factor with another provider's daily payment. Those are different measures and require the remaining inputs before they can be compared.

The large annualized figures do not mean that the business owes those percentages as an additional fee. They are representations of the modeled cash flows over a common annual basis. The actual payment total remains the stated total.

4. Examples Nine Through Twelve: A 1.4 Factor

Example nine applies a 1.4 factor over 90 days: $70,000 in total payments, approximately $777.78 per day, and an effective annualized rate of 1,655.4 percent. Example ten uses 180 days: approximately $388.89 per day and 322.8 percent effective annualized cost.

Example eleven uses 270 days, producing approximately $259.26 per day and 162.0 percent. Example twelve uses 360 days, producing approximately $194.44 per day and 106.1 percent. Each assumes the same $20,000 charge above the advance.

These results are rounded comparisons. Withheld fees, an earlier first payment, or a different collection calendar would change them. A sales-based arrangement should be modeled using plausible receipts and its actual adjustment provisions rather than forced into an equal-payment schedule.

5. Use the Examples to Review the Actual Obligation

Delancey Street can review MCA and business debt settlement options where the existing obligation strains operations. The company provides settlement services rather than legal representation, and independently licensed counsel should evaluate contract disputes or proceedings. Its confidential initial review can begin with the actual account rather than an annualized estimate.

Provide the agreement, net funding, payment history, and current payoff. Include other active positions. The owner needs to know what remains due and whether a proposed resolution can be funded, even after the original transaction's cost has been calculated.

Ensure that any comparison includes fees paid outside the schedule. Ensure that the payment dates are stated as actual dates or as an explicit model. A calculation becomes less useful when its assumptions are omitted from the version shared with an adviser.

The examples demonstrate a relationship: collecting a fixed total faster increases its annualized cash-flow cost. They do not establish a settlement percentage, prove illegality, or predict a court's decision. A sound business decision begins when the calculation is returned to the documents and the operating forecast that it was meant to clarify.