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Calcimator

Seller Financing Calculator

Calculate payment schedule, balloon balance, total interest, and cash flow for a seller-financed real estate purchase.

About this calculator

Seller financing lets a buyer skip a bank by paying the seller directly under a promissory note, and the two numbers that make these deals unusual are the amortization period and the balloon date, which are almost never the same length. This calculator computes a standard amortized monthly payment from the loan amount (purchase price minus down payment), interest rate, and full amortization term, then runs a month-by-month simulation for only the balloon period — tracking how much of each payment goes to interest versus principal and reducing the loan balance accordingly — to find the balance still owed when the balloon comes due. That's why a 30-year amortization with a 5-year balloon produces low monthly payments (calculated as if paid over 30 years) but leaves a very large remaining balance at year 5, since so little principal has been retired that early in an amortization schedule; this calculator surfaces that balloon balance explicitly so it isn't a surprise. If the deal is also a rental, the calculator layers on effective rent (after vacancy) minus operating expenses minus the note payment to get buyer cash flow, and separately reports the seller's yield, found by annualizing the first month's interest as a percentage of the loan amount.

Since first-month interest is just the loan balance times the monthly rate, that annualizes back to exactly the stated note rate every time — it isn't an approximation and doesn't depend on amortization term or balloon timing. Treat it as a restatement of the note rate rather than an independent measure of the seller's real return. Two things to watch: setting the balloon year equal to or beyond the amortization term returns a balloon balance of zero, since the loan is already fully paid off by then, and the total-interest figures shown are two different calculations — one for the full stated amortization, one truncated at the balloon date — so don't average them together.

Inputs

%
%

Results

Monthly Payment

$1,618.79

Balloon Balance Due$251,246.76
Loan Amount$270,000.00
Principal Paid by Balloon$18,753.24
Interest Paid by Balloon$78,373.95
Total Interest (full term)$312,763.11
Monthly Cash Flow-$194.79
Annual Cash Flow-$2,337.44
Loan-to-Value90%
Seller's Yield6%
How to Use This Calculator
  1. Enter Purchase Price, Down Payment, and the Interest Rate negotiated with the seller.
  2. Set Amortization Years (payment schedule) and Balloon Due year — when the remaining balance is due in full.
  3. Input Monthly Rent, Vacancy Rate %, and Monthly Operating Expenses if analyzing as a rental.
  4. Review Monthly Payment — the amortized P&I paid to the seller each month.
  5. Check Balloon Balance Due to plan your refinancing or payoff strategy before the balloon date.
  6. Evaluate Monthly Cash Flow to confirm the deal generates positive returns above your seller payments.

How the result changes with Purchase Price ($)

Purchase Price ($)Monthly Payment
150,000$719.46
225,000$1,169.12
450,000$2,518.11
750,000$4,316.76

What each input means

Purchase Price ($)
Agreed purchase price of the property.
Down Payment ($)
Cash paid to seller at closing.
Interest Rate (%)
Annual interest rate on the seller note.
Amortization (years)
Payment schedule based on this term.
Balloon Due (years)
Year when remaining balance is due. 0 = no balloon.
Monthly Rent ($)
Expected rental income (if investment property).
Vacancy Rate (%)
Expected vacancy percentage.
Monthly Operating Expenses ($)
Taxes, insurance, maintenance, management.

What each result means

Monthly Payment
Amortized monthly P&I payment to the seller.
Balloon Balance Due
Remaining balance due at balloon date.
Loan Amount
Purchase price minus down payment.
Principal Paid by Balloon
Total principal paid before balloon is due.
Interest Paid by Balloon
Total interest paid before balloon is due.
Total Interest (full term)
Total interest if loan runs to full amortization.
Monthly Cash Flow
Rental income minus expenses and payment.
Annual Cash Flow
Net annual income from the property.
Loan-to-Value
Loan amount / purchase price.
Seller's Yield
Annual interest rate earned by the seller.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Purchase Price ($) = 300000, Down Payment ($) = 30000, Interest Rate (%) = 6, Amortization (years) = 30 = 8 input(s) provided
  2. Calculate Monthly Payment
    1618.79 = $1,618.79
  3. Calculate Balloon Balance Due
    251246.76 = $251,246.76
  4. Calculate Loan Amount
    Loan Amount
    270000 = $270,000

Engine last updated . Checked against 1 independently-derived test — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why is my monthly payment so low if the balloon balance due is still so large?

The monthly payment is calculated as if the loan will amortize fully over the entered amortization term (say, 30 years), which keeps early payments mostly interest and only slowly retires principal. The balloon date arrives well before that term ends, so the calculator's month-by-month simulation shows most of the original loan balance is still outstanding — a short balloon paired with a long amortization schedule is exactly what produces low payments alongside a large balance due.

What happens if I set the balloon year equal to or greater than the amortization term?

The balloon balance comes back as zero. The calculator only reports a nonzero balloon balance when the balloon date falls before the loan would otherwise be fully paid off under its stated amortization schedule — if the balloon year matches or exceeds the amortization years, the loan has already amortized to zero by then, so there's nothing left to balloon.

Why does the seller's yield always equal the note's stated interest rate?

Seller's yield is computed by annualizing the interest portion of just the first monthly payment as a percentage of the loan amount. Since that first month's interest is simply the loan balance times the monthly rate, annualizing it always reconstructs the exact same annual rate you entered — it isn't an independent measure of the seller's real return, and it doesn't change based on amortization term or balloon timing.

Are the two total-interest figures reported by this calculator comparable to each other?

No — they answer different questions. Interest paid by balloon only covers the months actually simulated up to the balloon date, while total interest (full term) reflects what would be paid if the loan ran the entire stated amortization period with no balloon at all. Averaging or adding these two figures together doesn't produce a meaningful number since they cover different time horizons.

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