What is a balloon payment?
It is the unpaid principal due at the end of the term after the scheduled installments. The loan is only partly amortized before that date.
Estimate monthly payments, balloon balance, total payments, and interest on a partially amortizing loan.
Enter loan amount, annual rate, term, and balloon payment to review scheduled installments and remaining principal.
Monthly payment amortizes (loan − present value of the balloon) over the term: payment = [P − B/(1+r)^n] × r / [1 − (1+r)^(−n)], with r = annual rate/12 and n = years × 12.
Examples use monthly compounding and a balloon due at the end of the term.
| Inputs | Result | Notes |
|---|---|---|
| Loan $100,000, 0%, 10 years, balloon $20,000 | $666.67 monthly; $20,000.00 balloon; $100,000.00 total | At zero interest the $80,000 amortizing balance is spread evenly over 120 months. |
| Loan $100,000; 6%; 5 years; $40,000 balloon | $1,359.97 monthly; $40,000.00 balloon; $21,598.09 interest | The payment amortizes the present value of the non-balloon balance at 6%. |
| Loan $120,000; 0%; 10 years; no balloon payment | $1,000.00 monthly; $120,000.00 total; $0.00 interest | With no balloon and no interest, principal is paid evenly over 120 months. |
It is the unpaid principal due at the end of the term after the scheduled installments. The loan is only partly amortized before that date.
Part of the principal is postponed until the balloon. The installments only need to cover interest and the portion of principal that is not deferred.
The estimate assumes a constant annual rate converted to a monthly rate. Many balloon notes reprice or must be refinanced, which can change the true cost.
No. The calculator requires a balloon that is not larger than the original principal. A larger figure would not be a remaining balance of that loan.
No. The payment is principal and interest only. Escrow items, fees, and prepayment penalties must be added from the loan documents.