Business Loan Calculator

Calculate loan payments, interest costs, and repayment schedules.

Loan Details

Amount of business financing needed

%

Term loans: 7-15% depending on qualifications

SBA loans can go up to 25 years

Business Information

Gross annual revenue

Total annual operating expenses

Current business loan payments

Personal guarantor credit score

Years of business operation

Fees & Terms

Upfront loan fee (typically 1-5%)

Application and underwriting fee

Collateral

Loan Analysis

Monthly Payment

$1,584

Principal & Interest

Total Interest

$33,026

Over loan term

APR

5.15%

Including fees

Principal vs Interest

Qualification Analysis

Qualification Score:70/100
Good qualification - competitive rates expected
Key Factors:
  • Good credit score
  • Established business (2+ years)
  • Good revenue ($500K+)
  • Excellent profit margin (20%+)
  • No collateral (unsecured loan)

Cash Flow Impact

Current Monthly Cash Flow:$5,833
After Loan Payment:$4,250
Debt Service Ratio:0.49

⚠ Tight cash flow - consider smaller loan amount

Loan Summary

Loan Amount:$100,000
Total Fees:$3,000
Loan Term:7 years
Total Cost:$136,026

Loan Timeline

Monthly Payment:$1,584
Number of Payments:84 payments
Payoff Date:6/13/2033

Business Loan Tips

  • • SBA loans offer lower rates but longer approval times
  • • Maintain debt service coverage ratio above 1.25x
  • • Strong financial records improve qualification chances
  • • Consider seasonal cash flow variations
  • • Shop multiple lenders for best terms
  • • Factor loan payments into business planning

How it works

A business loan calculator amortizes the borrowed amount into fixed payments and shows the total cost. The headline number for a business is the APR — which folds in origination and other fees — since that's the true cost of capital you'll compare against the return the borrowed money should generate.

Monthly payment & true cost

M = P · r(1 + r)ⁿ / [(1 + r)ⁿ − 1]
P
loan principal
r
monthly rate (APR ÷ 12)
n
number of payments

Worked example

  • Borrow P = $50,000 at 8% APR
  • 5-year term → n = 60, r ≈ 0.00667
  1. (1 + r)ⁿ = 1.00667⁶⁰ ≈ 1.490
  2. M = 50,000 × 0.00667 × 1.490 ÷ (1.490 − 1)

Payment ≈ $1,014/month, about $10,800 in total interest.

Good to know

  • Compare the APR (with fees) against your expected return on the capital — borrow only if the investment clears that hurdle.
  • Watch for daily-interest or factor-rate products (common in merchant cash advances) — their effective APR can be far higher than it looks.
  • Term length trades a lower payment against more total interest and a longer obligation on the books.

Related Calculators

Frequently Asked Questions

How are business loan payments calculated?

Term loans amortize like any installment loan: M = P × r(1+r)ⁿ / [(1+r)ⁿ − 1]. Borrowing $50,000 at 8% APR over 5 years costs about $1,014 per month and roughly $10,800 in total interest.

What is the difference between APR and a factor rate?

APR expresses annualized cost including fees; a factor rate (common in merchant cash advances) is a flat multiplier like 1.3 on the amount advanced. Because factor-rate products are repaid quickly, their effective APR is often far higher than the multiplier suggests — convert to APR before comparing.

What do lenders evaluate on a business loan application?

Time in business, revenue and cash flow, business and personal credit scores, existing debt, and often collateral or a personal guarantee. SBA-backed loans offer competitive rates and long terms but require more documentation and time to close.

Should I choose a shorter or longer repayment term?

A longer term lowers the monthly payment, easing cash flow, but raises total interest and keeps the obligation on your books longer. Match the term to the life of what you are financing — short for working capital, longer for equipment or real estate.

When does taking a business loan make sense?

When the expected return on the borrowed capital clearly exceeds the loan's APR — financing equipment, inventory, or expansion that generates revenue above the cost of the debt. Borrowing to cover persistent operating losses, by contrast, usually compounds the problem.