BedrockCalculator
Figures cited to primary sourcesWritten by Aapt Dubey, MBA (Marketing & Banking), ISB 1 primary sourceLast updated

Land Loan Calculator (Down Payment, Balloon and Cost of Carry)

Size the cash a land purchase needs at a lender's maximum LTV, with the payment and the annual cost of carrying tax, insurance and upkeep.

Quick Answer: A $150,000 parcel financed at a 65% maximum LTV needs $52,500 of cash at closing, 35.00% of the price. The loan is $97,500 at 8.5% amortised over 20 years, the payment is $846.13, tax, insurance and upkeep push the annual holding cost to $12,353.56, and at the balloon in month 60 you still owe $85,924 after repaying only $11,576 of principal.

Assumptions

Computed
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years
years
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Preset scenarios

Cash You Must Bring to Closing
$52,500.00

Every period in the schedule below reconciles to the exact penny.

Loan Amount
$97,500.00
Maximum Loan at the LTV Cap
$97,500.00
What Limits the Loan
Appraised value (max LTV)
Amount the Price Exceeds the Appraisal
$0.00
Cash as a Share of Price
35.00% of the price
Effective Loan-to-Value
65.00%
Monthly Payment
$846.13
Cost to Hold the Land for One Year
$12,353.56
Annual Non-Financing Carry (Tax, Insurance, Upkeep)
$2,200.00
Balloon Balance Due
$85,923.87
Principal Actually Repaid Before the Balloon
$11,576.13
Interest Paid Before the Balloon
$39,191.67
Total Payments Before the Balloon
$50,767.80
Total Tax, Insurance and Upkeep Before the Balloon
$11,000.00
Total Cash Out of Pocket to the Balloon
$114,267.80

Loan and Cash Required Across LTV Caps

Loan AmountCash at ClosingMonthly Payment
8 periods, peak $120,000

What Each Lender LTV Cap Costs You in Cash

Showing 8 rows.

What Each Lender LTV Cap Costs You in Cash, from the Land Loan Calculator (Down Payment, Balloon and Cost of Carry)
Max LTV (%)Loan AmountCash at ClosingMonthly Payment
45$67,500.00$82,500.00$585.78
50$75,000.00$75,000.00$650.87
55$82,500.00$67,500.00$715.95
60$90,000.00$60,000.00$781.04
65$97,500.00$52,500.00$846.13
70$105,000.00$45,000.00$911.21
75$112,500.00$37,500.00$976.30
80$120,000.00$30,000.00$1,041.39
Loan and Cash Required Across LTV Caps: Loan Amount, Cash at Closing, Monthly Payment across 8 periods for this calculator's default example, peaking at $120,000.00.
Drawn from this calculator's own default inputs, where Cash You Must Bring to Closing is $52,500.00. Change the inputs above to see your own figures.
Quick Answer: A $150,000 parcel financed at a 65% maximum LTV needs $52,500 of cash at closing, 35.00% of the price. The loan is $97,500 at 8.5% amortised over 20 years, the payment is $846.13, tax, insurance and upkeep push the annual holding cost to $12,353.56, and at the balloon in month 60 you still owe $85,924 after repaying only $11,576 of principal.

What does this calculator do?

The question a land loan raises is not whether you can afford the payment. It is whether you can afford to hold an asset that earns nothing.

Three structural facts make raw land different from a house, and all three point the same direction:

The LTV cap is low. Lenders cap land far below what they would lend on a dwelling, because there is no house to foreclose on and no secondary market to sell the loan into. A 65% cap means 35% of the price is cash, before you have spent a dollar on the build.

The loan balloons long before it amortises. A payment sized on a 20-year schedule with the balance due in year 5 means you repay almost no principal. At the defaults, 11.9% of the loan is retired by the balloon date.

The carry is pure outflow. Vacant land is taxed, insured and maintained, and produces nothing to offset any of it. Over a five-year hold that adds up quietly.

This calculator prices all three together. It is deliberately not a payment calculator: the figure it leads with is the cash you must produce, and the figure it exists to make visible is what the whole hold costs you before you ever break ground.

How is this calculated?

L = min(V × LTV_max, C); cash = C − L

where $C$ is the purchase price and $V$ is the appraised value. The payment is a standard monthly amortisation payment over the amortisation period, and the balloon is the scheduled balance at the balloon month, taken from that schedule rather than re-derived.

Step 1: Apply the LTV cap to the appraised value. $150,000 x 65% = $97,500

Step 2: Check it against the price, since no lender lends above cost. $97,500 is below $150,000, so the loan is $97,500 and the binding constraint is appraised value (max LTV)

Step 3: The cash you must produce is the rest of the price. $150,000 - $97,500 = $52,500

Step 4: Express it as a share of the price. $52,500 / $150,000 = 35.00% of the price

Step 5: Confirm the effective loan-to-value. $97,500 / $150,000 = 65.00%

Step 6: Size the payment on the amortisation period, not the balloon period. $97,500 at 8.5% / 12 over 240 months = $846.13 a month

Step 7: Read the scheduled balance at the balloon month. After 60 payments the balance is $85,924, due in a single instalment

Step 8: Find how little principal that represents. $97,500 - $85,924 = $11,576 of principal repaid, which is 11.9% of the loan

Step 9: Total the payments made before the balloon. $846.13 x 60 = $50,767.80

Step 10: Of which interest is. $39,191.67

Step 11: Add the non-financing carry over the same period. $2,200 a year x 5 years = $11,000

Step 12: Total cash out of pocket to the balloon, excluding the balloon itself. $52,500 + $50,767.80 + $11,000 = $114,267.80

Step 13: The annual cost of simply holding the land. ($846.13 x 12) + $2,200 = $10,153.56 + $2,200 = $12,353.56 a year

Worked Example

The input worth shopping hardest is the LTV cap, because it moves your cash requirement dollar for dollar and lenders differ on it more than they differ on rate.

Step 1: A remote unimproved parcel at a 50% cap. $150,000 x 50% = $75,000 of loan

Step 2: The cash that leaves. $150,000 - $75,000 = $75,000 at closing

Step 3: An improved recorded lot with utilities, at an 80% cap. $150,000 x 80% = $120,000 of loan

Step 4: The cash that leaves. $150,000 - $120,000 = $30,000 at closing

Step 5: The spread across those two lenders. $75,000 - $30,000 = $45,000 of cash, on an identical $150,000 parcel

Thirty percentage points of LTV is worth $45,000 here. Half a point of rate on the default $97,500 loan is worth about $30 a month, or $1,800 across the five-year hold. The ranking is not close, and yet the rate is what most buyers negotiate.

Now the second half of the decision, which is what a longer hold does.

Step 6: Extend the balloon from 5 years to 10. The payment is unchanged at $846.13, because it is sized on the 20-year schedule.

Step 7: But the carry doubles. $2,200 x 10 = $22,000 of tax, insurance and upkeep

Step 8: And ten years of payments. $846.13 x 120 = $101,535.60

Step 9: Total cash out of pocket over ten years. $52,500 + $101,535.60 + $22,000 = $176,035.60, against a parcel that has produced nothing

That is the number to weigh against what the land is worth to you. The page reports it directly, along with the balloon balance still outstanding at the end of it.

What does this calculator not account for?

  • The balloon payment itself. The total cash outlay figure deliberately excludes it, because at the balloon you refinance, build, or sell rather than write a cheque for $85,924. What the engine does not do is model any of those three exits.
  • Whether you can refinance at all. A balloon assumes a lender exists in year 5 on terms you can accept. That is not guaranteed, and it is the principal risk in a land loan.
  • Appreciation. No land value growth is projected. The calculation is entirely about outflow.
  • Perc tests, surveys, easements, road access and utility extension. All are real costs of making land buildable and none are inputs.
  • Closing costs, title work and origination fees.
  • Rollover into a construction loan. Many buyers intend to refinance the land into construction financing. The engine prices the land loan in isolation.
  • Tax treatment. Interest on vacant land held for investment and property tax on it may be deductible or capitalisable depending on your circumstances. Nothing here is after-tax.
  • Owner or seller financing, which is often the only route on remote acreage and prices completely differently.

What mistakes do people make with this?

  • Budgeting a 20% down payment. Land is not a house. At a 65% cap the cash requirement is 35%, and on raw acreage a 50% cap is common.
  • Assuming the payment is the cost. The payment is $846.13. The annual holding cost is $12,353.56, because tax, insurance and upkeep run alongside it and nothing offsets them.
  • Missing that the balloon is not the end of the amortisation. The payment is sized on 240 months and the loan matures at 60. You will still owe 88.1% of what you borrowed.
  • Shopping rate instead of LTV. Thirty points of LTV is worth $45,000 of cash here. A half point of rate is worth $1,800 over the same period.
  • Forgetting the appraisal can come in low. The loan is sized off the appraised value, not your price, so any shortfall lands entirely on your closing cash on top of the ordinary down payment.
  • Planning to hold "a few years" without pricing it. Five years of carry and payments is $61,767.80 on this parcel, before the balloon.

Frequently Asked Questions

How much down payment do I need for raw land?

Far more than for a house. There is no published cap, because no public authority sets one, but lenders price by parcel type and raw unimproved land is capped well below an improved lot. At the 65% default here the cash requirement is 35% of the price, and at the 50% cap common on remote acreage it is half.

Why do land loans have balloon payments?

Because they are usually held on the lender's own balance sheet rather than sold, and the lender does not want a 20-year fixed-rate exposure on collateral that produces no income. The payment is sized long to keep it affordable and the loan matures short. At the defaults you repay $11,576 of a $97,500 loan before the whole balance falls due.

What happens when the balloon comes due?

You refinance it, build on the land and roll into construction financing, or sell. The calculator does not model any of these, and the fact that all three depend on conditions five years out is the main risk in the structure.

Why is the interest rate on land higher than on a mortgage?

There is no dwelling to foreclose on and no secondary market to sell the loan into, so the lender holds the whole risk. No official source publishes land rates, which is why the rate here is an input rather than a sourced figure.

What does it actually cost me to hold this land for five years?

$114,267.80 out of pocket at the defaults: $52,500 of closing cash, $50,767.80 of payments and $11,000 of tax, insurance and upkeep. And you would still owe $85,924.

Does an improved lot really borrow that much more?

Yes. A recorded lot with utilities to the property line is materially better collateral than raw acreage. In the scenarios on this page the improved lot carries an 80% cap at a lower rate, which cuts the closing cash from $52,500 to $30,000.

Sources

Also consulted: No public authority sets a loan-to-value cap, an interest rate, or a balloon term for land. All three are lender credit policy, vary by parcel type and institution, and the engine treats every one as a user input rather than a sourced constant; Your annual property tax figure comes from your county assessor, who publishes the millage rate and the assessed value for your parcel; The payment, the balance at the balloon and the interest paid come from a standard monthly amortisation schedule on the loan the LTV cap permits, with the balloon balance read from that schedule rather than re-derived.

Did this calculator answer your question?

How this calculator is tested

This calculator is checked by 9 automated test cases: specific inputs whose correct result is known in advance, and rules the output must always obey. They run on every change to the site. See the testing and corrections policy.

Show the test cases
  • Vector 1: the LTV cap sizes the loan and the rest is cash
  • Vector 2: the payment amortises over 20 years
  • Vector 3: the two carry inputs are added, not averaged
  • Vector 4: five years of payments repay only 11,576.13 of principal
  • Vector 5: an appraisal $20,000 short costs $13,000 of loan
  • Vector 6: an 80% improved-lot cap cuts the cash to 30,000
  • Vector 7: a ten-year hold doubles the carry
  • Vector 8: the LTV sensitivity table spans 45% to 80% in five-point steps
  • Vector 9: every declared output is present when compute is run bare

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