Small Business Loan Calculator
LoanCalculate monthly payments, total interest, and effective APR for any small business loan including SBA 7(a), SBA 504, equipment loans, and conventional financing.
Loan Type
Principal vs interest, year by year
Enter your loan details to see the payment breakdown.
Monthly Payment
$0/mo
Effective APR
0.00%
Stated Rate
7.50%
What is a Business Loan?
A Small Business Loan Calculator computes the full cost of a business financing arrangement: monthly payment, total interest paid, total loan cost (including origination fees), and the effective Annual Percentage Rate (APR) that reflects the true cost of borrowing after fees. It models five common business loan types — conventional bank loans, SBA 7(a), SBA 504, equipment loans, and lines of credit — with context on each program's typical use case and structure.
The critical insight this calculator surfaces is the gap between your stated interest rate and your effective APR. Origination fees — which most business loans carry — reduce the actual disbursement you receive while leaving the payment schedule unchanged. This increases the true cost above the stated rate. A lender quoting 7.5% with a 2% origination fee on a 5-year $100,000 loan is actually delivering an effective APR of about 8.4%. That gap compounds when fees are higher or terms are shorter.
Business financing is categorically different from personal lending. The stakes are higher, the loan sizes are larger, and the interplay between loan type, term, and purpose is more complex. SBA 7(a) loans provide government-backed access to capital for working capital or acquisitions; SBA 504 is structured for major fixed assets like commercial real estate or equipment over $1 million; equipment loans are asset-backed with the financed equipment as collateral; conventional bank loans offer the most flexibility but the strictest qualification standards.
Before applying for any business loan, understanding the true APR — not the headline rate — is essential for comparing offers. A lender offering 7% with a 3% origination fee may be more expensive than one offering 8% with no fee, depending on the term. This calculator does the math precisely so you can compare accurately.
How to use this Business Loan calculator
Enter your Loan Amount — the total financing you need. Remember that origination fees are typically deducted from the disbursement, so if you need exactly $200,000 in hand with a 2% origination fee, you would need to borrow approximately $204,082 ($200,000 ÷ 0.98).
Set the Annual Interest Rate — use the rate quoted by the lender, not the APR. If comparing multiple offers, enter each stated rate separately to see the APR comparison.
Set the Loan Term — in years. Match the term to the asset's useful life and your cash flow capacity. SBA 7(a) working capital: up to 10 years. SBA 7(a) real estate: up to 25 years. Equipment: 3–7 years. Conventional: 1–10 years depending on purpose.
Select the Loan Type — this provides context cards rather than changing the calculation. Conventional, SBA 7(a), SBA 504, Equipment, or Line of Credit. Each shows the typical use case and program constraints to help you match the right product to your need.
Enter the Origination Fee Percentage — the fee your lender charges, expressed as a percentage of the loan amount. Check your loan estimate or term sheet. If you're unsure, 1.5% is a reasonable assumption for conventional business loans; use 2–3.75% for SBA loans.
Compare Effective APR to Stated Rate — the gap tells you the cost of the fee. If the gap is large (over 1 percentage point), consider negotiating the fee down or finding a lender with a lower fee structure. An origination fee waiver on a 3-year $200,000 loan saves roughly 1.5 percentage points of effective APR.
Formula & Methodology
Monthly payment (standard amortization): P × r(1+r)ⁿ ÷ ((1+r)ⁿ − 1) Where: P = loan principal · r = monthly rate (annual rate ÷ 12) · n = term in months Net disbursement: Net Disbursement = Loan Amount − Origination Fee Where: Origination Fee = Loan Amount × (Origination Fee % ÷ 100) Effective APR (bisection search): Find monthly rate m such that: Monthly Payment × (1 − (1+m)^−n) ÷ m = Net Disbursement Effective APR = m × 12 × 100 Total loan cost: Total Loan Cost = (Monthly Payment × n) + Origination Fee Worked example: Loan amount: $250,000 · Rate: 8.5% · Term: 7 years (84 months) · Origination fee: 2% Monthly rate: 8.5% ÷ 12 = 0.7083% Monthly payment: $250,000 × 0.007083 × (1.007083)^84 ÷ ((1.007083)^84 − 1) = $3,899/month Total payments: $3,899 × 84 = $327,516 Total interest paid: $327,516 − $250,000 = $77,516 Origination fee: $250,000 × 2% = $5,000 Total loan cost: $327,516 + $5,000 = $332,516 Net disbursement: $250,000 − $5,000 = $245,000 Effective APR (bisection): monthly rate ≈ 0.765% → APR = 9.18% (stated rate was 8.5% — fee adds 0.68 pp) Key assumptions: The calculator models fully amortizing term loans with level monthly payments. It does not model balloon payment structures, interest-only periods, variable-rate loans, or the revolving nature of lines of credit. For SBA loans, rate caps change with the prime rate — this calculator uses the rate you input as fixed. Business loan tax deductibility of interest is not factored into the cost display — after-tax APR would be lower for profitable businesses in higher tax brackets.
Frequently Asked Questions