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Business Loan APR Comparison

Compare two loan offers side by side — including origination fees — to find the true lower-cost option.

Lower Cost

% of loan amount, deducted at funding

% of loan amount, deducted at funding

Metric
Loan A
Loan B
Monthly Payment
$3,156.75
$3,087.71
Origination Fee
$3,000
Amount Received
$100,000
$97,000
Total Interest
$13,643
$11,158
Total Cost (incl. fees)
$113,643
$114,158
Effective APR
8.50%
0.12%

Loan A costs $514 less in total over the life of the loan. The effective APR difference is 8.38%.

Effective APR is calculated using the net amount received (after origination fee) as the loan principal. Assumes fixed-rate, fully amortizing monthly payments. Does not account for prepayment penalties or variable rate adjustments.
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Why APR matters more than interest rate

A lender can advertise a lower interest rate but charge a higher origination fee — making their offer more expensive overall. The effective APR accounts for both: it's the annualized rate that would produce the same total cost if there were no fee. This is the apples-to-apples comparison.

Example: A 7% loan with a 3% origination fee on a 36-month term has an effective APR of ~9.1% — higher than a straightforward 8.5% loan with no fee. Use this calculator whenever a lender quote includes fees buried in the fine print.

Note: This calculator uses standard amortization. For MCA or revenue-based financing with a factor rate (e.g., 1.3x), the annualized cost is typically far higher — check our MCA guide for how to evaluate those offers.