What's the Monthly Payment on a $1 Million Business Loan?

A $1 million business loan generally lands you a monthly payment somewhere between $10,000 and $20,000, depending on the interest rate, loan term, and whether any fees are rolled into the balance.

If you assume a typical fixed annual rate of 6‑8 %, a term of 5‑7 years, monthly compounding, and that origination or other fees are financed with the loan, the payment falls in the $12,000‑$16,000 range. Check your lender's disclosed APR, exact repayment schedule, and any upfront fees before finalizing the loan to confirm the actual amount you'll owe each month.

Use the standard amortization formula: Monthly payment = P × r ÷ [1  -  (1 + r)^‑n]. P is the principal ($1M), r is the monthly rate (APR ÷ 12), and n is the total number of payments (term × 12). Assume the loan compounds monthly and that any upfront fees are either rolled into the balance or paid separately.

For a common scenario - 6% APR, 10‑year term, no rolled‑in fees - the monthly rate is 0.06 ÷ 12 = 0.005. Plugging into the formula gives a payment of about $11,110, rounded to the nearest dollar. Adjust the APR or term in the same formula to see how the payment changes.

Replace the APR, term, or fee assumptions with the figures from your lender's offer, then recalculate. Confirm the result against the lender's amortization schedule before signing.

Here's the monthly payment for a $1 million loan under a few common rate‑and‑term scenarios, assuming a fixed annual interest rate, monthly compounding, a fully amortizing schedule, and no additional fees.

• 5% APR, 5‑year term → roughly $18,900 per month
• 5% APR, 10‑year term → roughly $10,600 per month
• 7% APR, 5‑year term → roughly $19,900 per month
• 7% APR, 10‑year term → roughly $11,600 per month
• 9% APR, 5‑year term → roughly $20,800 per month
• 9% APR, 10‑year term → roughly $12,600 per month

These figures illustrate how a higher rate or a longer term raises the payment, while a longer term lowers it compared with the same rate. Your actual payment may differ because lenders can use daily or quarterly compounding, charge origination fees, or require interest‑only periods. Always confirm the exact rate, term, compounding method, and any fees in your loan agreement before relying on a calculated payment.

The three examples below show typical monthly payments for a $1 million loan when you change interest rate, term length, and fee treatment. Adjust the numbers to match your actual offer.

• Manufacturing equipment purchase - 6% annual interest, 10‑year term, monthly compounding, no fees.
  
  Monthly payment ≈ $11,100.
• Commercial‑real‑estate renovation - 8% annual interest, 7‑year term, monthly compounding, 1% upfront fee rolled into the loan balance.
  
  Effective principal $1,010,000; monthly payment ≈ $15,750.
• Technology‑startup growth capital - 5% annual interest, 15‑year term, monthly compounding, no fees.
  
  Monthly payment ≈ $7,900.

Check your loan agreement for the exact rate, term, compounding schedule, and any fees before finalizing the payment schedule.

If you borrow $1 million, the monthly payment you see on your statement will depend on the lender's interest rate, loan term, compounding method, and whether any fees are rolled into the balance. Below is a side‑by‑side example that uses commonly reported assumptions for each financing source.

Assumptions (example only)

• SBA 7(a) loan: 6 % annual rate, 10‑year term, monthly compounding, guarantee and packaging fees added to the loan balance.
• Traditional bank term loan: 8 % annual rate, 7‑year term, monthly compounding, typical origination fee (≈1 % of loan) rolled into the balance.
• Online‑only lender: 12 % annual rate, 5‑year term, monthly compounding, financing fee (≈2 % of loan) rolled into the balance.

Resulting monthly payments (principal + interest only)

• SBA: about $11,100 per month.
• Bank: about $15,200 per month.
• Online lender: about $22,300 per month.

Key takeaways

• Longer terms lower the payment but increase total interest paid. SBA loans usually offer the longest terms, which is why their payment is the smallest in this example.
• Lower rates produce smaller payments. Traditional banks tend to sit between SBA and online lenders on price.
• Fees matter. When lenders add guarantee, origination, or financing fees to the principal, the monthly payment rises even if the quoted rate looks attractive.
• Compounding frequency is usually monthly, but some online lenders use daily compounding, which can modestly bump the payment.

Ask the lender for the exact APR, term length, fee schedule, and whether fees are capitalized. Plug those numbers into an amortization calculator to see the true payment that will hit your bank account each month. Verifying these details protects you from unexpected cost spikes.

Fees such as origination fees, underwriting charges, and pre‑payment penalties raise your $1 million monthly payment by either adding to the financed principal or creating a recurring cost. Assuming a 6 % annual interest rate, a 10‑year term, monthly compounding, and that all fees are rolled into the loan balance, each added dollar increases the amortized payment proportionally.

Typical cost items include a origination fee (often 0.5 - 2 % of the loan amount), closing or documentation fees, annual maintenance fees, and any interest‑rate markup the lender applies to cover risk. If a $20,000 origination fee is financed, the new principal becomes $1,020,000, which at the same rate adds roughly $12 - $15 to the monthly payment. A pre‑payment penalty - charged if you repay early - acts as an additional periodic expense and should be factored into cash‑flow projections. Check your loan agreement for each fee, confirm whether it is upfront or amortized, and ask the lender to provide a payment schedule that isolates fee impacts before signing.

lower the $1 million loan's monthly payment by changing the interest rate, loan term, fee treatment, or repayment structure.

Assume a 6 % annual interest rate, 10‑year term, monthly compounding, and that any origination or service fees are financed into the loan balance.

1. Negotiate a lower rate.
   Lenders often reduce rates for strong credit, solid cash flow, or additional collateral.
2. Extend the repayment term.
   Adding months or years spreads principal repayment, which directly cuts the monthly amount (though total interest rises).
3. Refinance with a lower‑cost lender.
   Compare banks, SBA programs, and reputable online lenders; a few basis‑point drop can noticeably shrink the payment.
4. Pay fees up front instead of financing them.
   Removing rolled‑in fees reduces the principal on which interest accrues.
5. Select an interest‑only period first.
   Paying only interest for the initial 6 - 12 months lowers the early payment, then switch to amortizing once cash flow improves.
6. Make extra principal payments early.
   Even a modest lump‑sum reduces the outstanding balance, which in turn reduces subsequent payments.
7. Use government‑backed programs when eligible.
   SBA or state loan guarantees often carry subsidized rates that beat standard market rates.
8. Offer additional collateral.
   Securing the loan with more assets can persuade the lender to lower the rate or improve terms.

Verify any rate or term changes in writing before signing a new agreement.

Refinancing can cut a $1 million business loan's monthly payment when the new loan has a lower rate, a longer term, or reduced fees. The exact reduction depends on the assumptions you use for each loan.

Current loan (example).

Assume a $1 million balance, 6 % annual interest, 10‑year term, monthly compounding, and that any origination fees are capitalized. The monthly payment would be about $11,110 (principal + interest only). This figure does not include any optional service fees that might be added later.

Refinanced loan (example).

If you replace the above loan with a new 12‑year loan at 4.5 % annual interest, same monthly compounding, and lower fees that are also rolled into the balance, the monthly payment drops to roughly $9,370. The longer term spreads principal repayment over more months, and the reduced rate cuts the interest portion each month.

compare the total cost of both loans - including any pre‑payment penalties, closing costs, or ongoing service fees - to ensure the lower payment does not hide higher overall expense. Verify the new loan's terms in the signed agreement and run a side‑by‑side amortization schedule to confirm the net benefit.

During an interest‑only period you pay just the accrued interest, so the monthly figure for a $1 million loan is dramatically lower than a fully amortizing payment.

Assuming a 6 % annual rate, a 10‑year term, monthly compounding, and no fees rolled into the payment, the interest‑only amount would be:

• $1 000 000 × 6 % ÷ 12 ≈ $5 000 per month

The exact payment will vary with the lender's quoted APR, the compounding schedule (monthly, daily, etc.), any upfront or ongoing fees, and the length of the interest‑only window.

Key points to verify in the loan documents:

• Length of the interest‑only phase - commonly 6 - 24 months, but can be longer; a shorter phase means an earlier rise in principal payments.
• Interest calculation method - whether the rate is fixed or variable, and how often it compounds; a variable rate can change the monthly amount during the interest‑only period.
• Fee inclusion - some lenders add origination or service fees to the interest‑only payment; confirm if fees are added to the balance or charged separately.
• Transition payment - once the interest‑only period ends, the payment jumps to an amortizing amount that covers both principal and interest for the remaining term; calculate that future payment to avoid cash‑flow surprises.

After the interest‑only window, expect the payment to increase substantially; compare the projected amortizing payment with your cash‑flow forecast before committing. Always read the loan agreement carefully to confirm rate, compounding, fees, and the schedule for the payment change.

To see whether a $1 million loan will survive revenue ups and downs, line up the monthly payment against realistic high‑and low‑revenue scenarios.

Start with the loan basics you used earlier: assume an annual interest rate of 6 %, a 10‑year term, monthly compounding, and that any origination fees are capitalized into the balance. Under those terms the monthly payment is roughly $11,100 (principal + interest). Adjust the rate or term in your own spreadsheet if your loan differs.

Next, map your monthly revenue. Identify three cases - a best case (e.g., +20 % of average revenue), a base case (average), and a worst case (e.g., - 30 %). For each case, calculate the coverage ratio:

Coverage Ratio = Revenue ÷ Loan Payment

If the ratio falls below 1.0 in the worst case, cash flow may not cover the debt without additional capital or cost cuts.

To refine the test, add variable costs that move with sales (cost of goods sold, payroll) and fixed overhead (rent, insurance). Subtract total expenses from revenue to get net cash flow, then compare that net figure to the payment.

Finally, stress‑test frequency. Run the spreadsheet quarterly or monthly for at least 12 months to capture seasonality. If the worst‑case coverage stays comfortably above 1.2, the loan is likely manageable; if it dips near or below 1.0, consider a longer term, lower rate, or a smaller borrowing amount.

Safety note: Verify the exact rate, term, and fee treatment in your loan agreement before finalizing the analysis.