Balloon Payment Calculator - Final Loan Payment

The balloon payment calculator models a partially amortizing loan where regular payments are lower because a final lump sum remains due at maturity. Balloon structures appear in some commercial mortgages, business loans, seller-financed deals, and short-term real estate financing. The formula is Payment = (PV - FV / (1 + r)^n) x r / (1 - (1 + r)^-n), where PV is the loan amount, FV is the balloon amount, r is the periodic interest rate, and n is the number of payment periods. The balloon amount is calculated as loan amount times balloon percentage. Total interest equals all periodic payments plus the final balloon payment minus the original loan amount. Use the final loan payment calculator when comparing a balloon loan with a fully amortizing loan, checking whether the lower periodic payment justifies refinance risk, or planning the cash needed at maturity. The examples show how a higher balloon percentage lowers regular payments but leaves a larger obligation at the end. The result assumes payments are made exactly on schedule and the balloon percentage is known up front. It does not include origination fees, prepayment penalties, escrow, default interest, refinancing costs, or changing rates. A balloon loan can be risky if the borrower cannot refinance, sell, or pay the lump sum when it comes due, so the output should be paired with a realistic exit plan. For underwriting, compare the balloon amount with expected cash reserves, resale value, or refinance proceeds at maturity. A small payment advantage during the loan term may not compensate for a large final obligation if credit markets tighten. The calculator also helps evaluate whether paying a slightly higher periodic payment for a smaller balloon creates a safer profile. Always document the assumed exit strategy alongside the payment estimate. For best results, keep the note term, payment frequency, balloon percentage, and refinance assumption with the output. If a lender quotes both fully amortizing and balloon structures, compare total interest and final cash need side by side. The cheaper monthly payment is not automatically the safer choice, especially when the asset securing the loan may fall in value before the balloon date.