KitQuarter

Business Loan Calculator: Monthly Payment and Total Cost

Find out what a business loan really costs before you sign. Enter the loan amount, annual interest rate and term to get your monthly payment, total interest and full repayment cost — then add an extra monthly payment to see how much sooner you could be debt-free.

The total you plan to borrow for your business.

The nominal yearly rate from your lender quote.

How long you have to repay, in whole years.

Additional amount applied to principal each month.

KQ
Reviewed by the KitQuarter Editorial Team
Formulas verified against standard references. Calculator logic tested with verified worked examples. Last reviewed: October 2026. Our methodology

Formula

Every payment on a fixed-rate business loan comes from the standard amortizing-loan formula:

M = P × r ÷ (1 − (1 + r)^−n)

  • M — the monthly payment
  • P — the loan amount (the principal you borrow)
  • r — the monthly interest rate: annual rate ÷ 12 ÷ 100
  • n — the total number of monthly payments: years × 12
  • Total of all payments = M × n
  • Total interest = (M × n) − P

An extra monthly payment goes entirely toward principal. Because interest is charged on the shrinking balance, each extra dollar cuts future interest and pulls the payoff date closer. The calculator simulates this month by month and reports the new payoff time and the interest you save.

3D illustration of a business loan calculator: a coffee shop storefront, a calculator showing a $50,000 loan amount with a $1,512 monthly payment, stacks of coins, cash and a revenue growth bar chart
A business loan calculator turns the loan amount, rate and term into a monthly payment, total interest and full repayment cost.

Worked example

A business borrows $250,000 at an 8% annual interest rate for 10 years.

  1. Monthly rate: r = 8 ÷ 100 ÷ 12 = 0.006667
  2. Number of payments: n = 10 × 12 = 120
  3. Monthly payment: M = 250,000 × 0.006667 ÷ (1 − 1.006667^−120) = $3,033.19
  4. Total of all payments: $3,033.19 × 120 = $363,982.78
  5. Total interest: $363,982.78 − $250,000 = $113,982.78

Add a $500 extra monthly payment and the same loan is paid off in 8 years and 1 month. Total interest drops to $89,318.29 — a saving of $24,664.50.

Infographic chart of a $250,000 business loan at 8% over 10 years: yearly principal and interest bars, a declining balance line, monthly payment $3,033.19 and total interest $113,982.78
Year-by-year split of a $250,000 business loan at 8%: early payments are mostly interest, later payments are mostly principal.

How to use the business loan calculator

The calculator needs four numbers. The first three define the loan; the fourth is optional and shows what extra payments can do.

Step by step

  1. Enter the loan amount — the total you plan to borrow.
  2. Enter the annual interest rate from your lender quote.
  3. Enter the loan term in years.
  4. Optionally, enter an extra monthly payment to test paying the loan off early.
  5. Click Calculate to see your monthly payment, total interest, total cost and payoff schedule.

What you get

  • Monthly payment — the fixed amount due each month
  • Total interest — what the loan costs on top of the amount borrowed
  • Total of all payments — principal plus interest over the life of the loan
  • Payoff time — how long until the balance reaches zero, shortened by any extra payment
  • Year-by-year schedule — how each year’s payments split into principal and interest

For a full payment-by-payment breakdown, our amortization calculator lists every installment with its interest and principal portions.

What this calculator assumes

This calculator models fixed-rate, fixed-term business loans: term loans, equipment loans and SBA-style loans that are repaid in equal monthly installments. It does not model revolving lines of credit, merchant cash advances, or loans whose rate changes during the term.

Common ways businesses use term loans

UseExampleWhy it fits
Working capitalCovering payroll during a slow seasonA predictable monthly payment smooths cash flow
EquipmentBuying ovens for a bakeryThe loan term can match the equipment’s useful life
ExpansionOpening a second locationModels the full repayment cost before you commit
RefinancingReplacing a higher-rate loanCompare the old payment with the new one

The calculator uses the nominal annual rate you enter. It does not add origination fees, documentation fees or closing costs, and it does not compute an APR. The U.S. Small Business Administration publishes current information on federal loan programs for small businesses.

Extra payments: how much interest you can save

Every extra dollar goes straight to principal, so the balance falls faster and less interest accrues. The table below uses the $250,000, 8%, 10-year example:

Extra per monthPayoff timeTotal interestInterest saved
$010 years 0 months$113,982.78—
$2508 years 11 months$100,103.99$13,878.79
$5008 years 1 month$89,318.29$24,664.50

The earlier extra payments start, the larger the saving, because the balance is highest in the early years. Before committing, check your loan agreement for prepayment penalties — some lenders charge a fee for paying off early.

Which KitQuarter loan tool should you use?

Each loan calculator on KitQuarter answers a different question:

ToolBest for
Business Loan CalculatorBusiness term loans, with extra-payment modeling
Loan CalculatorA general-purpose loan for any borrower
Loan EMI CalculatorMonthly installments with an EMI focus
Mortgage CalculatorHome loans with taxes, insurance, PMI and HOA
Car Loan CalculatorVehicle price, down payment and trade-in
Amortization CalculatorA full payment-by-payment loan schedule

For a plain personal or general-purpose loan rather than a business one, use our loan calculator.

3D illustration of paying off a business loan early: a shrinking calendar and clock, comparing 10 years with $113,983 interest against 8 years 1 month with $89,318 interest using extra payments
Extra payments of $500 a month cut 1 year and 11 months off the example loan and save $24,664.50 in interest.

Frequently asked questions

How is a business loan monthly payment calculated?

With the amortizing-loan formula: monthly payment = P × r ÷ (1 − (1 + r)^−n), where P is the loan amount, r is the monthly interest rate (annual rate ÷ 12 ÷ 100) and n is the number of monthly payments. For example, $250,000 at 8% over 120 months gives a $3,033.19 monthly payment.

What is the difference between this and a regular loan calculator?

The math is the same, but this calculator is framed for business borrowing: it highlights working capital, equipment and expansion uses, models extra monthly payments to shorten the payoff, and explains assumptions like fixed rates and excluded fees that matter when comparing lender offers.

How much can extra monthly payments save?

On a $250,000 loan at 8% over 10 years, an extra $250 a month pays the loan off in 8 years and 11 months and saves $13,878.79 in interest. An extra $500 a month pays it off in 8 years and 1 month and saves $24,664.50.

Does this calculator include loan fees or show the APR?

No. It uses the nominal annual interest rate you enter and does not add origination fees, documentation fees or closing costs. The APR, which bundles fees into a single yearly cost figure, is not computed here — use our APR calculator if you need the fee-inclusive cost.

Can I use this calculator for an SBA loan?

Yes, for fixed-rate SBA term loans that are repaid in equal monthly installments. It does not model revolving SBA lines of credit or loans with rates that change during the term.

What happens if I enter a 0% interest rate?

With a 0% rate the calculator skips the compounding formula and divides the loan amount evenly across the months, so total interest is $0 and each payment is pure principal.

How long should a business loan term be?

It depends on the purpose. A shorter term means higher monthly payments but much less total interest; a longer term lowers the payment but raises the total cost. As a rule of thumb, match the term to how long the purchase will serve the business — equipment loans to the equipment’s useful life, expansion loans to the expected payoff horizon.