acalculator

What will my land loan cost?

Find your land loan payment, paid monthly, quarterly, twice a year, or yearly, with property tax, insurance, and extra payments.

Your numbers

Land loans often need 20% to 50% down.
What rate were you offered?
Land loans often run 5 to 20 years.
Payments
Add property tax, insurance or extra payments
Goes straight to paying down the balance.
Extra paid
Your payment (principal and interest)
$653.67

Borrowing $80,000.00 at 5.5% APR over 15 years costs $653.67 per payment (Monthly); it is paid off in 15 years, with $37,660.02 of interest in total.

Loan $80,000.00Interest $37,660.02
68% loan32% interest
Payment with tax and insurancePrincipal, interest, taxes and insurance
$803.67
Number of payments
180
Time to pay off
15 years
Loan
$80,000.00
Down payment
$20,000.00
Interest
$37,660.02
Total you’ll repay
$117,660.02
Years
15

Your payment (principal and interest): $653.67. Borrowing $80,000.00 at 5.5% APR over 15 years costs $653.67 per payment (Monthly); it is paid off in 15 years, with $37,660.02 of interest in total.

How much of what you repay is interest?

Where do each year’s payments go?

What does every year look like?

The results are estimates for information only. They are not financial, tax, or legal advice. Check the numbers with your lender or a qualified professional before you decide. Terms of use

How to calculate

Computes the payment, total interest, and yearly schedule of a fixed-rate land loan paid monthly, quarterly, twice a year, or yearly, with property tax, insurance, and extra payments.

Example with the default inputs (Purchase price $100,000.00, Down payment (%) 20%, Interest rate (APR) 5.5%, Length of loan (years) 15, Payments Monthly, Property tax per year $1,200.00, Insurance per year $600.00, Extra payment $0.00, Extra paid Every month, Starting with payment number 1): Borrowing $80,000.00 at 5.5% APR over 15 years costs $653.67 per payment (Monthly); it is paid off in 15 years, with $37,660.02 of interest in total.

Method: payment = L × r ÷ (1 − (1 + r)^−n), with L the price minus the down payment, r the APR ÷ payments per year, and n the years × payments per year; each payment, interest = balance × r and the rest lowers the balance.

  • The rate is fixed for the whole loan and interest is charged each payment period at APR ÷ payments per year.
  • Payments are made at the end of each period.
  • Property tax and insurance are yearly amounts split evenly over the year’s payments. They do not change the loan.
  • A monthly extra amount is spread evenly over the year’s payments (three months’ worth with each quarterly payment).
  • Extra payments go straight to the balance; the last payment is whatever is left.
  • Values are not rounded to the cent between payments; only the display is rounded.

Machine-readable copies: Markdown, JSON.

Worked examples

Each example is checked against the calculator on every build.

  1. Purchase price $250,000.00, Down payment (%) 20%, Interest rate (APR) 7.25%, Length of loan (years) 20, Payments Monthly, Property tax per year $3,000.00, Insurance per year $1,200.00 gives Loan $200,000.00, Your payment (principal and interest) $1,580.75, Payment with tax and insurance $1,930.75, Interest $179,380.47, Number of payments 240.Source: Consumer Financial Protection Bureau, What is a balloon payment? When is one allowed? https://www.consumerfinance.gov/ask-cfpb/what-is-a-balloon-payment-when-is-one-allowed-en-104/
  2. Purchase price $100,000.00, Down payment (%) 20%, Interest rate (APR) 5.5%, Length of loan (years) 15, Payments Monthly, Property tax per year $1,200.00, Insurance per year $600.00 gives Loan $80,000.00, Your payment (principal and interest) $653.67, Payment with tax and insurance $803.67, Interest $37,660.02, Number of payments 180.Source: Consumer Financial Protection Bureau, What is a balloon payment? When is one allowed? https://www.consumerfinance.gov/ask-cfpb/what-is-a-balloon-payment-when-is-one-allowed-en-104/
  3. Purchase price $100,000.00, Down payment (%) 20%, Interest rate (APR) 5.5%, Length of loan (years) 15, Payments Quarterly, Property tax per year $1,200.00, Insurance per year $600.00 gives Your payment (principal and interest) $1,966.76, Payment with tax and insurance $2,416.76, Interest $38,005.70, Number of payments 60.Source: Consumer Financial Protection Bureau, What is a balloon payment? When is one allowed? https://www.consumerfinance.gov/ask-cfpb/what-is-a-balloon-payment-when-is-one-allowed-en-104/
  4. Purchase price $100,000.00, Down payment (%) 20%, Interest rate (APR) 5.5%, Length of loan (years) 15, Payments Yearly, Property tax per year $0.00, Insurance per year $0.00 gives Your payment (principal and interest) $7,970.05, Payment with tax and insurance $7,970.05, Interest $39,550.72, Number of payments 15.Source: Consumer Financial Protection Bureau, What is a balloon payment? When is one allowed? https://www.consumerfinance.gov/ask-cfpb/what-is-a-balloon-payment-when-is-one-allowed-en-104/
  5. Purchase price $100,000.00, Down payment (%) 20%, Interest rate (APR) 5.5%, Length of loan (years) 15, Payments Monthly, Extra payment $10,000.00, Extra paid Once, Starting with payment number 12 gives Number of payments 150, Interest $27,536.58, Interest saved by paying extra $10,123.44, Payments saved by paying extra 30.Source: Consumer Financial Protection Bureau, What is a balloon payment? When is one allowed? https://www.consumerfinance.gov/ask-cfpb/what-is-a-balloon-payment-when-is-one-allowed-en-104/
  6. Purchase price $100,000.00, Down payment (%) 20%, Interest rate (APR) 5.5%, Length of loan (years) 15, Payments Quarterly, Extra payment $200.00, Extra paid Every month gives Number of payments 41, Interest $25,177.23, Interest saved by paying extra $12,828.47, Payments saved by paying extra 19.Source: Consumer Financial Protection Bureau, What is a balloon payment? When is one allowed? https://www.consumerfinance.gov/ask-cfpb/what-is-a-balloon-payment-when-is-one-allowed-en-104/

How the payment is worked out

The calculator uses the standard formula for a fixed-rate loan repaid in equal payments:

payment = L × r ÷ (1 − (1 + r)^−n)

  • L is the amount you borrow: the purchase price minus the down payment. The down payment is a percent of the price, so L = price × (1 − down ÷ 100).
  • f is the number of payments a year: 12 (monthly), 4 (quarterly), 2 (twice a year), or 1 (yearly).
  • r is the rate per payment: the APR divided by f, written as a decimal (5.5% paid monthly gives r = 0.055 ÷ 12).
  • n is the number of payments: years × f.
  • At 0% APR the payment is simply L ÷ n.

At each payment, the interest is the balance times r. The rest of the payment lowers the balance. The last payment is whatever is left, so the principal parts add up to exactly the amount borrowed. The total interest is the sum of the interest of every payment.

Payment with tax and insurance (often called PITI) is the payment plus (yearly property tax + yearly insurance) ÷ f. Tax and insurance do not change the loan or the interest.

Extra payments

An extra amount goes straight to the balance, starting with payment number k (“Starting with payment number”, 1 by default):

  • Every month: each payment from k on carries extra × 12 ÷ f (three months’ worth with a quarterly payment, twelve with a yearly one).
  • Once a year: payments k, k + f, k + 2f, and so on carry the extra.
  • Once: only payment k carries the extra.

The level payment does not change. The loan ends when the balance runs out. “Interest saved” is n × payment − L (the interest with no extra) minus the interest with the extra. “Payments saved” is n minus the number of payments made. Both appear only when the extra is above 0 and L is above 0. When the extra starts after the last payment (k greater than n), no extra is paid, and both are exactly 0.

Time to pay off is the number of payments made × (12 ÷ f) months, shown as whole years and months (146 monthly payments is 12 years, 2 months). The answer sentence uses it.

Assumptions

  • At 100% down, L = 0: the payment, the number of payments, and the interest are 0.

  • Old links: the old page’s down payment was a percent, but its default was 20000. An old downPayment value above 100 and no more than the price (the old purchasePrice, or $100,000 when the link has none) is read as dollars and turned into a percent: 100 × downPayment ÷ price. A value of 100 or less is a percent. A value above the price is kept as typed, so the page reports it as out of range.

  • The rate stays the same for the whole loan, and each payment is made at the end of its period.

  • The schedule table and chart show one row per loan year: the payments, principal, and interest of that year and the balance at its end.

  • Values are not rounded to the cent between payments. Only the display is rounded.

Worked examples by hand

A $250,000 parcel with 20% down, 7.25% APR, 20 years, paid monthly. L = 250,000 × 0.8 = $200,000, r = 0.0725 ÷ 12 = 0.0060417 and n = 240. (1 + r)^−240 = 0.235596. The payment is 200,000 × 0.0060417 ÷ (1 − 0.235596) = $1,580.75. The interest is 240 × 1,580.75 − 200,000 = $179,380.47. With $3,000 of property tax and $1,200 of insurance a year, the payment with tax and insurance is 1,580.75 + 4,200 ÷ 12 = $1,930.75.

The page’s default: a $100,000 lot with 20% down, 5.5% APR, 15 years, paid monthly. L = 100,000 × 0.8 = $80,000, r = 0.055 ÷ 12 = 0.0045833 and n = 180. (1 + r)^−180 = 0.439062. The payment is 80,000 × 0.0045833 ÷ (1 − 0.439062) = $653.67. The interest is 180 × 653.67 − 80,000 = $37,660.02. With $1,200 of property tax and $600 of insurance a year, the payment with tax and insurance is 653.67 + 1,800 ÷ 12 = $803.67.

Paid quarterly. r = 0.055 ÷ 4 = 0.01375 and n = 60. (1 + r)^−60 = 0.440705, so the payment is 80,000 × 0.01375 ÷ (1 − 0.440705) = $1,966.76, and with tax and insurance 1,966.76 + 1,800 ÷ 4 = $2,416.76. The interest is 60 × 1,966.76 − 80,000 = $38,005.70.

Paid yearly. r = 0.055 and n = 15. (1.055)^−15 = 0.447933, so the payment is 80,000 × 0.055 ÷ (1 − 0.447933) = $7,970.05 and the interest is 15 × 7,970.05 − 80,000 = $39,550.72.

A one-time extra $10,000 with payment 12 (monthly). Payments 1 to 11 are $653.67. Payment 12 is $10,653.67. Then the $653.67 payments continue until the balance runs out: that takes 150 payments, 30 fewer than 180. The interest adds up to $27,536.58, so the extra saves 37,660.02 − 27,536.58 = $10,123.44.

$200 a month extra, paid quarterly. Each quarterly payment carries 200 × 12 ÷ 4 = $600 extra: $2,566.76 in all. The balance runs out after 41 payments, 19 fewer than 60. The interest is $25,177.23, which saves 38,005.70 − 25,177.23 = $12,828.47.

Other questions people ask

What is a land loan calculator and how does it work?

A land loan calculator is a specialized financial tool designed to help you estimate the costs and payments associated with purchasing undeveloped land. Key differences from traditional mortgages: Variable payment frequencies (monthly, quarterly, twice a year, yearly) that align with agricultural cash flows. Higher down payment requirements (20-50%) Shorter loan terms and higher interest rates. The calculator uses standard amortization formulas to determine your periodic payments, total interest costs, and loan payoff timeline based on your specific loan terms.

How do I calculate the purchase price for land?

The purchase price represents the total acquisition cost of the land parcel, including the negotiated sale price plus any additional costs like survey fees or transfer taxes. This is the starting point for all loan calculations. When entering this value, consider the land's current market value, zoning restrictions, access to utilities, and development potential. Remember that land loans often require higher down payments (20-50%) compared to traditional mortgages due to the higher risk associated with undeveloped property.

What's the difference between percentage and currency down payments?

Our calculator uses percentage-based down payments, which is the most common approach for land loans. A percentage down payment (e.g., 20%) automatically adjusts based on your purchase price, making it easier to compare different land options. Land loans typically require 20-50% down payments, significantly higher than conventional mortgages, because lenders view undeveloped land as higher risk. The down payment reduces your loan amount and monthly payments while building immediate equity in the property.

How do interest rates affect my land loan payments?

The annual interest rate is a primary driver of your total loan cost. Land loans often have higher interest rates than traditional mortgages due to the increased risk to lenders. Even a small difference in interest rates can significantly impact your total payments over the loan term. For example, on a $200,000 land loan over 20 years, a 1% higher interest rate could cost you an additional $20,000+ in interest. The calculator shows you exactly how different rates affect your periodic payments and total interest costs.

What loan terms are available for land loans?

Land loan terms typically range from 5 to 30 years, with 15-20 years being most common. Shorter terms result in higher monthly payments but lower total interest costs, while longer terms provide lower monthly payments but higher total interest. The calculator allows you to experiment with different terms to find the right balance for your financial situation. Consider your timeline for development or resale when choosing a loan term.

Why are there different payment frequency options?

Land loans offer flexible payment frequencies to accommodate different cash flow patterns. Monthly payments are standard, but quarterly or annual payments are common in agricultural financing to align with harvest cycles. Semi-annual payments might work for seasonal businesses. The calculator automatically adjusts your payment amount based on frequency - for example, quarterly payments will be larger than monthly payments but you'll make fewer of them. Choose the frequency that best matches your income cycle.

How do property taxes work for undeveloped land?

Property taxes on undeveloped land can be complex and often higher than expected. Many jurisdictions use 'highest and best use' assessment, meaning land is taxed based on its development potential rather than current use. A vacant lot zoned for commercial use might be taxed as if a commercial building already exists. Always research your local assessment methodology, including mill rates and assessment ratios. The calculator includes property taxes in your total payment (PITI) to give you a realistic picture of your ongoing costs.

Do I need property insurance for undeveloped land?

While raw land typically doesn't require insurance, lenders may require it if there are structures on the property or if it's specified in loan terms. Even for undeveloped land, insurance can protect against liability claims (e.g., someone getting injured on your property) or damage from natural disasters. The calculator includes insurance costs in your total payment to help you budget for all ongoing expenses. Check with your lender about specific insurance requirements for your land loan.

How do extra payments affect my land loan?

Extra payments can significantly reduce your loan term and total interest costs. The calculator allows you to model both one-time lump sum payments and recurring extra payments. For example, on a $100,000 land loan over 20 years at 6%, an extra $1,000 once a year, from the 12th payment on, cuts about 3 years and 5 months and saves about $13,800 of interest. Extra payments are particularly valuable for land loans since they help you build equity faster, improving your position for future development financing or refinancing.

What are the closing costs for a land loan?

Land loan closing costs typically range from 2-6% of the loan amount and may include: lender fees (origination, application, underwriting), third-party fees (appraisal, survey, title search), attorney fees, recording fees, and prepaid items (interest, taxes, insurance). Land appraisals and surveys can be more expensive than for developed property. Some lenders allow you to roll closing costs into the loan, which increases your loan amount and payments but reduces your upfront cash requirement.

How does the PITI payment calculation work?

PITI stands for Principal, Interest, Taxes, and Insurance - your total monthly payment. The calculator breaks this down: Principal & Interest (P&I) is calculated using standard amortization formulas, while Taxes and Insurance are divided by your payment frequency. For example, if annual property taxes are $3,600 and you pay monthly, your monthly tax payment is $300. The total PITI gives you a realistic picture of your complete financial obligation, not just the loan payment.

What are balloon payments and how do they work?

Balloon payments are common in land loans and involve making smaller, regular payments for a short period (typically 5-10 years), followed by a single large 'balloon' payment of the remaining principal. This structure lowers initial payments but requires you to either refinance, sell the property, or pay the full remaining balance when the balloon payment is due. Balloon loans are popular for land investors who expect to develop or sell the property before the balloon payment comes due. The balloon payment amount is calculated as the remaining principal balance at the end of the loan term.

What are adjustable-rate mortgages (ARMs) for land loans?

Adjustable-rate mortgages (ARMs) for land loans feature an initial fixed-rate period (often 5-7 years) followed by periodic rate adjustments based on market indexes like SOFR. ARMs typically have lower initial rates but carry the risk of 'payment shock' when rates adjust upward. They include rate caps that limit how much the rate can change: initial caps (2-5% at first adjustment), periodic caps (1-2% at subsequent adjustments), and lifetime caps (5-6% maximum over the loan term). ARMs can be beneficial if you plan to sell or refinance before the fixed period ends.

What are interest-only land loans?

Interest-only land loans allow you to pay only the interest for a specified period (typically 5-10 years), with no principal reduction. This preserves capital during the pre-development phase, freeing up funds for surveys, permits, and planning. At the end of the interest-only period, the loan typically converts to a fully amortizing loan or requires a balloon payment of the full principal. Interest-only payments are calculated simply as: loan amount × periodic interest rate. These loans are popular with developers and investors who need to preserve cash flow during the planning and permitting phase.

What are fixed principal plus interest loans?

Fixed principal plus interest loans have a constant principal component throughout the loan term, while the interest component declines as the balance is paid down. This results in total payments that are higher at the beginning and decrease over time. The principal component is calculated as: loan amount ÷ total number of payments. The interest component for each period is: current balance × periodic interest rate. This structure can be beneficial for borrowers who expect their income to decrease over time or who want to pay off more principal early in the loan term.

What are discount points and should I pay them?

Discount points are optional prepaid interest that reduce your loan's interest rate. One point equals 1% of the loan amount and typically reduces the rate by 0.25%. For example, paying 2 points ($4,000 on a $200,000 loan) might reduce your rate from 6.5% to 6.0%. Whether to pay points depends on your expected time horizon - the longer you plan to keep the loan, the more beneficial points become. Calculate your breakeven point by dividing the cost of points by your monthly payment savings. Points are particularly valuable for land loans since they often have higher interest rates.

What's the difference between land loans and traditional mortgages?

Land loans differ from traditional mortgages in several key ways: higher down payment requirements (20-50% vs 3-20%), higher interest rates due to increased risk, shorter loan terms, and more flexible payment frequencies. Lenders view undeveloped land as higher risk because borrowers are more likely to default on land without structures. Land loans also often have stricter qualification requirements and may require development plans or proof of income from the land.

How do I qualify for a land loan?

Land loan qualification typically requires: excellent credit (680+ FICO score), substantial down payment (20-50%), proof of income and employment, low debt-to-income ratio, and sometimes development plans for the land. Lenders may also require a survey, appraisal, and environmental assessment. Some lenders offer construction-to-permanent loans if you plan to build within a certain timeframe. The calculator helps you understand the financial requirements, but always consult with lenders about specific qualification criteria.

What should I consider when choosing a land loan?

When choosing a land loan, consider: your timeline for development or resale, your cash flow and ability to make payments, the land's development potential and zoning, access to utilities and infrastructure, environmental factors, and your long-term financial goals. Use the calculator to compare different scenarios - higher down payments vs. longer terms, different payment frequencies, and the impact of extra payments. Also research local property taxes and any development restrictions that might affect the land's value.

How accurate are the calculator's estimates?

The calculator provides accurate estimates based on standard amortization formulas and the inputs you provide. However, actual loan terms may vary based on your credit profile, lender requirements, and market conditions. Property tax estimates should be verified with local authorities, as assessment methods vary significantly by jurisdiction. Insurance costs depend on coverage levels and property characteristics. The calculator is a planning tool - always get official quotes from lenders and verify all costs with relevant authorities before making financial decisions.