BLAS

Finance & Money

Balloon Loan Amortization Schedule Calculator

Calculate scheduled and extra-principal payments, month-by-month balance, principal repaid, interest paid, balloon payoff cash, total outflow, and comparison gap.

Scheduled principal and interest payment-
Payment including extra principal-
Principal due at balloon month-
Principal repaid before balloon-
Payments before balloon-
Interest before balloon-
Balance plus entered payoff fee-
Payments plus balloon cash-
Balloon balance minus entered comparison-

Decision view

Balloon-loan amortization curve and payoff cliff

Balloon-loan amortization curve and payoff cliffScheduled and extra-principal balance paths converge on the exact balloon month and payoff requirement.
Exact scenario comparisonExtra monthly principal changes while all other entered assumptions remain constant.
Extra monthly principalScheduled principal and interest paymentPayment including extra principalPrincipal due at balloon monthPrincipal repaid before balloonPayments before balloonInterest before balloonBalance plus entered payoff feePayments plus balloon cashBalloon balance minus entered comparison

Period-by-period detail

Complete balloon-loan amortization schedule

Every payment month recalculates opening balance, interest, principal, ending balance, and cumulative payments.

How to use Balloon Loan Amortization Schedule Calculator

  1. Enter principal, rate, and full amortization term.
  2. Enter the balloon month and optional extra principal.
  3. Enter payoff fee and comparison balance.
  4. Inspect the live amortization curve and complete monthly schedule.

Calculator guide

Understanding Balloon Loan Amortization Schedule Calculator

A balloon loan uses a long amortization term to set the scheduled payment but requires the unpaid principal much earlier. The exact balloon balance therefore depends on every monthly interest and principal step before the balloon month.

Two timelines Payment term exceeds balloon timing.
Balance is iterative Every month matters.
Extra principal helps It lowers the future balance.
Fee stays separate It is added only at payoff.

Calculation method

How the calculation works

Build the balloon loan schedule month by month through the exact payoff date, retaining payment, interest, principal, fee, and final balloon cash as separate amounts. Calculate the fully amortizing payment, add entered extra principal, iterate the balance through the balloon month, and then add the payoff fee to the remaining principal.

Detailed calculation process

Amortize to the balloon month and reconcile final cash

The default loan is $220,000 at 6.25%, amortized over 30 years, with a balloon after month 84, $100 extra principal each month, and a $900 payoff fee.

General formula: i = r/12P = Li/[1-(1+i)^(-N)]Q = P+EB_k = L(1+i)^k-Q[(1+i)^k-1]/iR = L-B_kI_k = kQ-RC_B = B_k+FC_T = kQ+C_B The 30-year term sets the scheduled payment, but only 84 payments are made. Extra principal raises the actual payment, the closed-form balance reproduces monthly amortization, and final cash includes the remaining balance plus the entered fee.

What each symbol means

L, r, i Original principal, nominal annual rate, and monthly rate.
N, k Amortization months and balloon month.
P, E, Q Scheduled payment, extra principal, and planned payment.
B_k Balance after payment k.
R, I_k Principal repaid and interest paid before balloon.
F, C_B Payoff fee and balloon cash required.
C_T Total modeled cash outflow.

Worked substitution with the default inputs

1. Convert rate and term i = 6.25%/12 = 0.00520833N = 30(12) = 360 months The nominal annual rate is divided by 12 for monthly amortization.
2. Calculate the payment P = 220,000i/[1-(1+i)^-360] = $1,354.58Q = 1,354.58+100 = $1,454.58 The entered extra amount is applied directly to principal each month.
3. Calculate the month-84 balance B_84 = 220,000(1+i)^84-1,454.58[(1+i)^84-1]/i = $187,570.10 This is the principal remaining immediately after the 84th planned payment.
4. Reconcile principal and interest R = 220,000-187,570.10 = $32,429.90I_84 = 84(1,454.58)-32,429.90 = $89,754.64 Payments before balloon equal $122,184.54 and split between principal and interest.
5. Add balloon cash C_B = 187,570.10+900 = $188,470.10C_T = 122,184.54+188,470.10 = $310,654.64 The balance is $12,570.10 above the entered $175,000 comparison.

After 84 payments of $1,454.58, the modeled balance is $187,570.10 and the balloon cash requirement including fee is $188,470.10.

Amortization decision curve

Follow principal to the balloon cliff

The balance curve compares scheduled and extra-principal paths through month 84, where a vertical payoff marker exposes remaining principal and required cash.

Opening principal Month-zero loan balance.
Balance paths Scheduled versus planned payments.
Balloon marker Exact due month.
Payoff cash Balance plus fee.

Worked situations

Practical examples

  • The scheduled payment is $1,354.58.
  • Adding $100 produces a $1,454.58 planned payment.
  • The month-84 payoff requires $188,470.10 including fee.

Better inputs

Useful tips

  • Compare the calculator with the lender's dated payoff quote.
  • Test additional principal before relying on a refinance plan.
  • Budget separately for fees, daily interest, and closing timing.

Before relying on the result

Limitations and common mistakes

  • The model assumes a fixed monthly rate and payment timing.
  • Escrow, penalties, late charges, daily payoff interest, and lender conventions are excluded.
  • A lender quote controls the actual amount due.

Reference

Key terms

Amortization term
Long period used to calculate the scheduled payment.
Balloon month
Earlier month when remaining principal becomes due.
Balloon balance
Principal remaining after the selected payment.
Payoff cash
Remaining balance plus entered fee.

Important note

Calculated from the entered values and stated financial terms. It is not a product quote, lending decision, tax filing, or investment recommendation.

Frequently asked questions

Why is the balance still high after seven years?

The payment is based on a 30-year amortization, so early payments contain substantial interest.

Does extra principal change the scheduled payment?

No. It raises the planned payment and reduces balance faster.

Is the fee financed?

No. It is added to payoff cash at the balloon.

Why might a lender quote differ?

Daily interest, timing, escrow, penalties, and lender conventions can differ.