LOANS CALCULATOR

Loan Comparison Calculator

Compare two fixed-rate loan offers by monthly payment and total interest plus upfront fees.

Calculator

%
months
%
months
YOUR RESULTS
Offer A minus offer B borrowing cost-13,446.01
Offer A monthly payment
10,379.18
Offer B monthly payment
8,766.62
Offer A interest plus fees
127,750.66
Offer B interest plus fees
141,196.66
Lower full-term borrowing cost
Offer A

Full-term interest plus fees

  • Offer A interest plus fees127,750.66
  • Offer B interest plus fees141,196.66
Offer comparison
Offer comparison
OfferTerm (months)Monthly paymentInterestUpfront feeTotal paid including principal
A6010,379.18122,750.665,000.00627,750.66
B728,766.62131,196.6610,000.00641,196.66

Understanding your result

Borrowing cost is interest plus the entered upfront fee, excluding the principal you receive and repay. A negative A-minus-B difference means offer A costs less over its full term. Monthly payment and total cost answer different questions.

The formula

Monthly payment = P × r ÷ [1 − (1 + r)^(-n)]. Interest plus fees = monthly payment × n − P + upfront fee.

P is the common amount borrowed, r is each nominal annual interest rate divided by 1,200, and n is that offer’s monthly payment count. Zero-rate payments are P ÷ n. Fees are paid separately at the start and are not financed into the balance.

A smaller payment can still cost more

Borrow 12,000 with zero interest. A twelve-month term requires 1,000 monthly; a twenty-four-month term requires 500. If upfront fees are 100 and 200 respectively, the longer offer has the smaller payment but costs 100 more overall.

How to use this calculator

  1. Enter the same borrowing amount for both offers.
  2. Copy each fixed interest rate, term in months, and separately paid upfront fee.
  3. Compare both the payment commitment and full-term cost before choosing which terms to investigate.

Make the comparison consistent

Use the contractual interest rate rather than an APR that already includes fees. Entering an APR and then adding those fees again can double-count costs. If fees are financed, the amount borrowed and payment calculation change; this model assumes a separate upfront payment.

The lower full-term total may not be cheaper if you refinance or repay early. Different terms also mean cash is paid at different dates. This simple comparison does not discount payments to present value or estimate early-exit costs.

Assumptions & limitations

What this calculation assumes

  • Both loans are fixed-rate, fully amortizing monthly loans.
  • Payments occur at each month-end with no missed installments.
  • The loan is held for its entire contractual term.

What to keep in mind

  • No variable rates, balloon payments, insurance, taxes, or early-repayment penalties are included.
  • Results are estimates and do not replace lender disclosures.

Common questions

Does a lower rate always win?

No. A longer term or larger fee can outweigh a rate reduction. Inspect the total interest and fees as well as the quoted rate.

Why are the two principal amounts identical?

The tool compares offers funding the same need. Comparing unequal amounts would mix borrowing cost with the size of the loan.

Sources & further reading