Calculateus

Balloon Payment Loan Calculator

Calculate the monthly payment and final lump-sum balloon payment on a balloon loan.

Result

Monthly Payment
$1,896.20
Balloon Payment Due
$271,248.73
Total Regular Payments Before Balloon
$159,281.14
Total Cost (payments + balloon)
$430,529.88

Payments are calculated as if amortized over 30 years, but the entire remaining balance comes due after 7 years.

$400K$300K$200K$100K$0Remaining Balance: $271KBalance at Balloon Due Date

About the Balloon Payment

A balloon loan keeps monthly payments low by amortizing over a long period on paper while actually requiring the full remaining balance much sooner. Our Balloon Payment Calculator shows both sides of that trade-off: the regular monthly payment and the lump sum due when the balloon date arrives.

How It Works

The calculator computes a monthly payment as if the loan were amortized over its full stated period, using the standard amortization formula. It then generates the complete amortization schedule and reads off the remaining balance at the point the balloon becomes due, which is the lump-sum payment required, capped at the length of the amortization period itself.

Monthly Payment: M = P x [r(1+r)^n] / [(1+r)^n - 1], using the full amortization period Balloon Payment = remaining balance at the balloon due month, from the full amortization schedule

Formula & Methodology

Balloon loans intentionally decouple the payment calculation from the payoff timeline. The monthly payment is calculated exactly as if you were going to pay the loan off gradually over the full amortization period, say 30 years, which keeps that payment relatively low. But the loan agreement requires the entire remaining balance to be paid off in one lump sum much earlier, say after 7 years. The calculator finds this by generating the full amortization schedule for the stated period and pulling the balance at the exact month the balloon comes due - that balance reflects everything still owed after years of the smaller scheduled payments chipped away comparatively little principal.

Step-by-Step: Calculating It By Hand

  1. 1Convert the amortization period to total months and calculate the monthly payment as if paying off the loan over that full period.
  2. 2Generate the complete month-by-month amortization schedule using that payment.
  3. 3Find the number of months until the balloon is due (balloon years x 12).
  4. 4Read the remaining balance at that exact month in the schedule - that's the balloon payment owed.
  5. 5Multiply the monthly payment by the number of months paid before the balloon to find total regular payments made.

Examples

Commercial-style balloon

A $300,000 loan at 6.5%, amortized over 30 years but due in 7, produces a monthly payment based on the full 30-year schedule, while the balloon due at year 7 is still close to $270,000, since three decades of amortization barely dents the principal in the first seven years.

Shorter balloon term

The same loan with the balloon due in just 5 years instead of 7 results in an even larger remaining balance at the due date, since two fewer years of principal reduction have taken place.

Advantages

  • Shows both the low monthly payment and the often-substantial balloon amount side by side
  • Makes clear how little principal is actually paid down before the balloon comes due
  • Useful for evaluating commercial real estate loans and other balloon-structured financing
  • Highlights the total cost, combining regular payments and the final lump sum

Common Mistakes

  • Focusing only on the low monthly payment without planning how the balloon itself will be paid
  • Assuming the balloon amount will be small because years of payments have already been made
  • Not having a concrete refinance or sale plan lined up well before the balloon due date
  • Overlooking those refinancing options may not be available or affordable when the balloon actually comes due

Edge Cases to Watch For

  • If the balloon due date is set equal to or beyond the full amortization period, there's no balloon at all since the loan would already be fully paid off by then.
  • Balloon loans carry real refinancing risk - if rates rise or credit tightens before the balloon date, refinancing the lump sum can become more expensive or harder to qualify for than expected.
  • Because so little principal is paid down under the long amortization schedule, the balloon amount due can still be close to the original loan amount even after several years of payments.
  • Some balloon loan agreements include a conversion option to refinance into a fully amortizing loan automatically if certain conditions are met at the balloon date.

Common Use Cases

  • Evaluating commercial real estate or business loans with a balloon structure
  • Planning ahead for how a balloon payment will be covered when it comes due
  • Comparing a balloon loan's lower payment against a fully amortizing loan's total cost
  • Estimating exactly how much will need to be refinanced or paid in a lump sum
Written & fact-checked by the Calculateus TeamLast updated August 5, 2026How we verify our formulas

Frequently asked questions

Why would anyone take a loan with a balloon payment?

Balloon loans typically offer lower monthly payments than a fully amortizing loan of the same term, which can help with short-term cash flow - but you need a plan to pay, refinance, or sell before the balloon comes due, since the lump sum is often substantial.

Conclusion

A balloon loan's low monthly payment can be attractive, but only if there's a solid plan for the lump sum waiting at the end. Seeing the actual balloon amount next to the regular payment here makes it much easier to judge whether that trade-off makes sense for your situation.