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Business Loan Calculator

The Business Loan Calculator estimates scheduled repayment from loan amount, interest rate, compounding frequency, term years and months, repayment schedule, and three flat fee fields. It reports the periodic payment, total loan payments, interest, fees, interest plus fees, payoff periods, principal, interest, and fee shares, plus an internal real APR-style cash-flow estimate.

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Compound frequency
Repayment schedule

Result

Result summary
Payment every month is $212.47 with a real APR of 15.93%.
Periodic payment
$212.47
Payment label
Payment every month
Total loan payments
$12,748.23
Interest
$2,748.23
Fees
$1,250.00
Interest plus fees
$3,998.23
Real APR
15.93%
Payoff periods
60
Principal share
71.44%
Interest share
19.63%
Fee share
8.93%
What this means
Business loan estimate excludes taxes, collateral requirements, covenant costs, late fees, and prepayment penalties.

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How the Business Loan Calculator works

Use this calculator to compare entered business-loan repayment structures such as monthly amortizing payments, quarterly payments, interest-only monthly payments, or one payoff at maturity. Use Loan Payment when fees and compounding cadence do not matter, APR when the question is fee treatment for a generic loan, Amortization when a payment schedule is needed, Payback Period or ROI when the business question is cash recovery or return, and SBA, CFPB, FTC, IRS, GOV.UK, FCA, lender disclosures, or local regulator sources when eligibility, tax, accounting, disclosure, collateral, approval, covenant, promotion, or jurisdiction-specific claims matter.

The app maps repayment schedule to periods per year: daily 365, weekly 52, biweekly 26, semimonthly 24, monthly 12, quarterly 4, semiannual 2, and annual 1. It converts term years plus term months into total years, then payoff periods are max(1, round(total years * periods per year)). The selected nominal annual rate and compound frequency become an effective payback-period rate; continuous compounding uses exp(rate / periods per year) - 1, while other compounding choices use (1 + rate / compound periods)^(compound periods / payback periods) - 1. Standard repayment uses PMT = P * i / (1 - (1 + i)^-n), with P / n for a 0 rate. Interest-only mode uses an effective monthly rate for monthly interest and adds principal to the final cash flow. At-maturity mode compounds the loan amount to one final payoff. Total fees equal origination fee plus documentation fee plus other fees, net proceeds for the APR-style solve are max(0.01, loan amount - total fees), and principal, interest, and fee shares use total loan payments plus fees as the denominator.

Business Loan Calculator formula

This formula page covers the app's Business Loan Calculator: scheduled repayment from a loan amount, nominal interest rate, compounding frequency, term, payback frequency, and three flat lender-fee fields. It estimates amortizing payments, interest-only monthly payments, at-maturity payoff, total interest, total fees, interest plus fees, an internal real APR-style cash-flow rate, and principal, interest, and fee shares. It does not calculate lender approval, SBA eligibility, tax deductibility, accounting treatment, collateral, covenants, personal guarantees, regulated disclosures, or jurisdiction-specific business-finance rules.

p = periodsPerYear(paybackFrequency); Y_total = Y + M / 12; n = max(1, round(Y_total * p)); i = continuous ? exp(R / p) - 1 : (1 + R / c)^(c / p) - 1; amortizing: PMT = P * i / (1 - (1 + i)^-n); zero rate: PMT = P / n; interest-only: PMT_io = P * i_m and final cash flow includes P; at maturity: Total = P * (1 + i)^n; F = F_orig + F_doc + F_other; NP = max(0.01, P - F); APR_est solves PV(CF_t, a) = NP and annualizes a * p * 100

The calculator converts the entered annual percentage rate into the selected payback-period rate, then chooses an amortizing, interest-only, or at-maturity branch. Fees reduce the net proceeds used for the APR-style solve but are also reported separately as dollar costs and cost shares.
SymbolMeaningHow this page uses it
PLoan amountThe amount borrowed before the modeled flat fees are subtracted from proceeds.
RNominal annual rate as a decimalThe Interest rate input divided by 100. It is a fixed user-entered assumption, not a live lender rate.
cCompound periods per yearThe compounding-frequency mapping used for annual, semiannual, quarterly, monthly, semimonthly, biweekly, weekly, daily, or continuous compounding.
pPayback periods per yearThe repayment mapping used by the app: daily 365, weekly 52, biweekly 26, semimonthly 24, monthly 12, quarterly 4, semiannual 2, and annual 1. Interest-only and at-maturity branches use monthly timing for the internal cash-flow solve.
Y_totalTotal term in yearsLoan term years plus loan term months divided by 12.
nPayoff periodsThe rounded number of payback periods, floored at 1 before the schedule is built.
iEffective payback-period rateThe rate implied by the selected nominal rate, compounding frequency, and payback frequency.
i_mEffective monthly rateThe monthly rate used for the interest-only branch, derived from the selected compounding frequency.
PMTPeriodic paymentThe amortizing payment for standard repayment frequencies, or the monthly interest-only payment in interest-only mode.
FTotal feesOrigination fee plus documentation fee plus other fees.
NPNet proceedsLoan amount minus total fees, floored at 0.01 before the APR-style solve to avoid a zero or negative present-value target.
CF_tCash flow in period tThe scheduled repayment cash flow used by the APR-style solver. Interest-only mode adds principal to the final cash flow; at-maturity mode has one final cash flow.
APR_estInternal real APR-style rateThe annualized rate solved from net proceeds and scheduled cash flows. It is an estimate, not a statutory APR disclosure.
TPTotal loan paymentsThe sum of scheduled loan payments before adding the separately reported fee amount.
TITotal interestTotal loan payments minus the original loan amount.
IFInterest plus feesTotal interest plus total fees.
CostBaseCost-share denominatorTotal loan payments plus total fees, used to calculate principal, interest, and fee shares.

Step by step

  1. Read loan amount, nominal annual rate, compounding frequency, term years, term months, payback frequency, and the three flat fee fields.
  2. Map the selected repayment schedule to payback periods per year. Daily uses 365, weekly 52, biweekly 26, semimonthly 24, monthly 12, quarterly 4, semiannual 2, and annual 1. Interest-only and at-maturity branches use monthly timing for the internal cash-flow solve.
  3. Convert term years and months into total years, then calculate payoff periods as max(1, round(total years times payback periods per year)).
  4. Convert the nominal annual rate into the effective payback-period rate. Continuous compounding uses exp(R divided by p) minus 1; other compounding choices use (1 + R divided by c) raised to c divided by p, minus 1.
  5. For standard repayment frequencies, use the fixed-payment amortization formula. If the periodic rate is 0, divide principal by payoff periods instead of using the interest formula.
  6. For interest-only mode, derive an effective monthly rate from the selected compounding frequency, multiply loan amount by that monthly rate for the monthly interest payment, and include principal in the final cash flow.
  7. For at-maturity mode, compound the loan amount through the rounded monthly payoff periods and report one final payoff instead of a regular payment.
  8. Add origination fee, documentation fee, and other fees to get total fees. The app treats those fee fields as currency amounts, not percentages of the loan.
  9. Calculate net proceeds as loan amount minus total fees, with a 0.01 floor before solving the APR-style rate.
  10. Solve the APR-style rate by bisection: find the periodic rate that makes the present value of scheduled cash flows equal net proceeds, then annualize it by the payback frequency.
  11. Calculate total loan payments, total interest, total fees, interest plus fees, payoff periods, and the principal, interest, and fee shares against total loan payments plus fees.
  12. Use SBA, CFPB, FTC, IRS, GOV.UK, FCA, lender disclosures, or relevant local regulator sources before adding business-loan eligibility, tax, accounting, disclosure, or jurisdiction-specific claims.

Worked example

Default and branch examples: monthly, quarterly, interest-only, and at maturity

The validation fixtures cover the main repayment branches: monthly amortization with fees, quarterly repayment with monthly compounding, interest-only repayment, and one final maturity payoff.

  1. Monthly default: a $10,000 loan at 10 percent, monthly compounding, 5 years, monthly payback, and $1,250 of fees has 60 payoff periods.
  2. That monthly fixture reports a $212.47 payment, $12,748.23 of total loan payments, $2,748.23 of interest, $3,998.23 of interest plus fees, and a 15.93 percent internal real APR-style rate.
  3. Quarterly fixture: a $50,000 loan at 8 percent, monthly compounding, 3 years, quarterly repayment, and $1,500 of fees has 12 payoff periods.
  4. That quarterly fixture reports $4,731.86 every quarter, $56,782.33 of total loan payments, $6,782.33 of interest, $8,282.33 of interest plus fees, and a 10.05 percent app real APR-style rate.
  5. Interest-only fixture: a $25,000 loan at 9 percent, monthly compounding, 4 years, interest-only repayment, and $1,100 of fees reports a $187.50 monthly interest-only payment.
  6. The interest-only fixture has 48 monthly periods, $34,000 of total loan payments after the final principal cash flow, $9,000 of interest, $10,100 of interest plus fees, and a 10.35 percent app real APR-style rate.
  7. At-maturity fixture: a $20,000 loan at 7 percent, annually compounded, 2 years, paid at maturity, and $600 of fees reports one $22,898 payoff.
  8. That at-maturity fixture reports $2,898 of interest, $3,498 of interest plus fees, and an 8.32 percent app real APR-style rate. The independent comparator labels the comparable at-maturity rate as APY, so that label should not be treated as identical.

The examples show how repayment cadence, compounding, and fees change the arithmetic. They do not prove that a lender will approve the loan, charge the entered fees, disclose APR the same way, or treat the cost as deductible or capitalizable.

Assumptions and what this calculator ignores

Geographic scope: works globally. The math is currency-agnostic, so enter amounts in your own currency; local taxes, fees, and product rules are not included.

What this formula does not include

Common mistakes to avoid

Key terms

Repayment schedule
The selected timing for scheduled payments, such as monthly, quarterly, interest-only, or at maturity. It controls the number of payback periods and can change the periodic payment and total interest.
Flat lender fees
The origination, documentation, and other fee amounts entered as currency values. The app adds them into total fees and subtracts them from modeled net proceeds for the APR-style solve.
Real APR-style estimate
The app's annualized rate solved from modeled net proceeds and scheduled repayment cash flows. It is useful for understanding this model, but it is not a statutory disclosure or lender quote.

Frequently asked questions

What does the real APR output on a business loan mean?

Business lenders often quote a rate and then add origination, documentation, and other flat fees. The real-APR output solves the annualized rate that matches your scheduled payments against net proceeds after those fees - the default example turns a 10 percent nominal rate on $10,000 with $1,250 of fees into a noticeably higher effective figure. It is the number to compare across offers with different fee stacks.

Can I model weekly or daily payments on this loan?

Yes - payback frequency supports daily, weekly, biweekly, semi-monthly, monthly, quarterly, semi-annual, and annual schedules, and compounding frequency is set separately. The calculator converts the nominal rate into the correct per-period rate for the combination you pick, which matters because a daily-payback merchant-style schedule at a quoted rate costs very differently than monthly payback at the same rate.

How do interest-only and repay-at-maturity structures compare here?

Three repayment structures are supported: standard amortizing payments, interest-only payments with the full principal due at the end, and a single at-maturity payoff where interest compounds untouched. The outputs break total cost into principal, interest, and fee percentages, making it plain that a lower recurring payment usually buys a larger total cost. Approval, collateral, covenants, and lender-specific terms stay outside the model.

Methodology, sources, and disclaimer

This calculator is an original business-financing model spanning eight payback frequencies, separate compounding frequencies, amortizing, interest-only, and at-maturity structures, three fee fields, and a real-APR solve from net proceeds, validated by deterministic fixtures. It is not copied from a single source.

Fixtures pin each repayment structure and frequency pairing plus the fee-adjusted real-APR solve. The result remains an educational estimate, not a lender disclosure or an approval indication.

Formula version 2026.05.22-generic-business-loan. The version marks the calculation logic and validation fixture set used for this estimate.

Results are educational estimates, not advice. Read the full disclaimer.

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