Partially Amortized Loan Calculator

Calculate partially amortized loan payments and balloon balance. Compare balloon dates, see amortization progress, and evaluate refinancing needs.

About the Partially Amortized Loan Calculator

A partially amortized loan has payments calculated as if the loan would be paid over a longer period (the amortization period), but the full remaining balance comes due at an earlier date (the balloon date). For example, payments based on a 25-year schedule with the balance due in 10 years.

This structure is common in commercial real estate, business lending, and some residential mortgages. The borrower benefits from lower monthly payments (since they are calculated over the longer amortization period), but must plan to either refinance or pay off the balloon when it comes due.

The key risk is that only a fraction of the loan is actually repaid by the balloon date. On a $500K loan with a 25-year amortization and 10-year balloon, typically only 25-35% of principal is paid off — leaving $325K-$375K due as a lump sum. This calculator models the exact balloon amount, shows how different balloon dates affect the remaining balance, and compares against a fully amortized alternative.

Why Use This Partially Amortized Loan Calculator?

Balloon loans require careful planning — you need to know exactly how much will be due and when. This calculator shows the precise balloon amount, the percentage of loan actually paid off, and how extra payments can reduce the balloon. Compare multiple balloon dates to choose the right structure. Keep these notes focused on your operational context.

How to Use This Calculator

  1. Enter the loan amount.
  2. Set the interest rate.
  3. Choose the amortization period (payment calculation basis).
  4. Set the balloon due date (when remaining balance must be paid).
  5. Optionally add extra monthly payments to reduce the balloon.
  6. Review the balloon balance and percentage amortized.
  7. Compare different balloon dates in the scenario table.

Formula

Monthly Payment = P × r(1+r)^n / ((1+r)^n − 1), where n = amortization months (not balloon date). Balloon Balance = P × (1+r)^b − (PMT/r) × ((1+r)^b − 1), where b = balloon month. % Amortized = (Loan − Balloon) / Loan × 100.

Example Calculation

Result: Payment: $3,380/mo — Balloon: $385,125 — 23.0% amortized — $130,580 interest paid

Payments of $3,380/mo are based on a 25-year amortization, but after 10 years, $385,125 remains due as a balloon. Only 23% of the $500K principal has been paid off. A fully-amortized 10-year loan would cost $5,677/mo — 68% higher payments but no balloon risk.

Tips & Best Practices

Practical Guidance

Use consistent units, verify assumptions, and document conversion standards for repeatable outcomes.

Common Pitfalls

Most mistakes come from mixed standards, rounding too early, or misread labels. Recheck final values before use. ## Practical Notes

Use this for repeatability, keep assumptions explicit. ## Practical Notes

Track units and conversion paths before applying the result. ## Practical Notes

Use this note as a quick practical validation checkpoint. ## Practical Notes

Keep this guidance aligned to expected inputs. ## Practical Notes

Use as a sanity check against edge-case outputs. ## Practical Notes

Capture likely mistakes before publishing this value. ## Practical Notes

Document expected ranges when sharing results.

Frequently Asked Questions

What is a partially amortized loan?

A loan where monthly payments are calculated over a longer period (e.g., 25 years) but the full remaining balance becomes due at an earlier date (e.g., 10 years). The borrower makes lower payments during the loan term and then must pay or refinance the remaining "balloon" balance at maturity.

How big is the balloon payment?

It depends on the gap between amortization period and balloon date. A 30yr amort / 5yr balloon leaves ~93% of the loan unpaid. A 25yr amort / 10yr balloon leaves ~65-75% unpaid. The shorter the balloon relative to amortization, the larger the remaining balance.

What happens if I cannot pay the balloon?

Most borrowers refinance before the balloon date. If you cannot refinance (due to credit issues, property value decline, or tight lending conditions), you may need to sell the property, negotiate an extension with the lender, or face default. This is called "balloon risk."

Why would anyone choose a partially amortized loan?

Lower monthly payments than a fully amortized loan of the same term. This is attractive for: (1) commercial properties where the borrower plans to sell before the balloon, (2) borrowers who expect higher income in the future, (3) investment properties where cash flow matters more than principal reduction.

How is this different from an interest-only loan?

A partially amortized loan does pay down some principal each month — the payments include both interest and principal, just calculated over a longer schedule. An interest-only loan pays zero principal, so the entire original balance is due at maturity. Partial amortization is between full amortization and interest-only.

Can I make extra payments to reduce the balloon?

Usually yes — most balloon loans allow extra principal payments. The calculator shows how extra payments reduce the balloon balance. Even modest extra payments ($200-500/mo) can meaningfully reduce the balloon and improve your loan-to-value ratio for easier refinancing.

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