IQCalculators

Land Rent Rate of Return Calculator

Full rate-of-return pro-forma for renting out land: cash flow, NPV, and before/after-tax IRR.

Year 1 Cash on Cash Return
5.28%
Year 1 Equity Build Up
0.34%
Total Future Cash Flow
$1,091,440
NPV of Future Cash Flows
$98,233

Hover any number for how it's calculated.

Line ItemYear 1Year 3Year 5Year 10Year 20Year 30
Rent Per Acre
Rent Per Acre$225Gross Rent Income ($56,250) ÷ 250 acres = $225$234Gross Rent Income ($58,523) ÷ 250 acres = $234$244Gross Rent Income ($60,887) ÷ 250 acres = $244$269Gross Rent Income ($67,224) ÷ 250 acres = $269$328Gross Rent Income ($81,946) ÷ 250 acres = $328$400Gross Rent Income ($99,891) ÷ 250 acres = $400
Income Statement
Gross Rent Income$56,250Your $225/acre rent, grown 2% per year to Year 1, × 250 acres = $56,250$58,523Your $225/acre rent, grown 2% per year to Year 3, × 250 acres = $58,523$60,887Your $225/acre rent, grown 2% per year to Year 5, × 250 acres = $60,887$67,224Your $225/acre rent, grown 2% per year to Year 10, × 250 acres = $67,224$81,946Your $225/acre rent, grown 2% per year to Year 20, × 250 acres = $81,946$99,891Your $225/acre rent, grown 2% per year to Year 30, × 250 acres = $99,891
Less: Expenses($12,000)Land maintenance, property taxes, and other costs, each inflated 2% per year from your inputs.($12,485)Land maintenance, property taxes, and other costs, each inflated 2% per year from your inputs.($12,989)Land maintenance, property taxes, and other costs, each inflated 2% per year from your inputs.($14,341)Land maintenance, property taxes, and other costs, each inflated 2% per year from your inputs.($17,482)Land maintenance, property taxes, and other costs, each inflated 2% per year from your inputs.($21,310)Land maintenance, property taxes, and other costs, each inflated 2% per year from your inputs.
NOI$44,250Gross Rent Income ($56,250) − Expenses ($12,000) = $44,250$46,038Gross Rent Income ($58,523) − Expenses ($12,485) = $46,038$47,898Gross Rent Income ($60,887) − Expenses ($12,989) = $47,898$52,883Gross Rent Income ($67,224) − Expenses ($14,341) = $52,883$64,464Gross Rent Income ($81,946) − Expenses ($17,482) = $64,464$78,581Gross Rent Income ($99,891) − Expenses ($21,310) = $78,581
Less: Interest($7,450)The interest portion of this year's loan payment(s) on your loan, from the amortization schedule: $7,450.($7,218)The interest portion of this year's loan payment(s) on your loan, from the amortization schedule: $7,218.($6,961)The interest portion of this year's loan payment(s) on your loan, from the amortization schedule: $6,961.($6,195)The interest portion of this year's loan payment(s) on your loan, from the amortization schedule: $6,195.($3,952)The interest portion of this year's loan payment(s) on your loan, from the amortization schedule: $3,952.($257)The interest portion of this year's loan payment(s) on your loan, from the amortization schedule: $257.
Taxable Income$36,800NOI ($44,250) − Interest ($7,450) = $36,800$38,820NOI ($46,038) − Interest ($7,218) = $38,820$40,937NOI ($47,898) − Interest ($6,961) = $40,937$46,688NOI ($52,883) − Interest ($6,195) = $46,688$60,512NOI ($64,464) − Interest ($3,952) = $60,512$78,324NOI ($78,581) − Interest ($257) = $78,324
Income Tax($9,200)max(Taxable Income $36,800, $0) × 25% marginal rate = $9,200($9,705)max(Taxable Income $38,820, $0) × 25% marginal rate = $9,705($10,234)max(Taxable Income $40,937, $0) × 25% marginal rate = $10,234($11,672)max(Taxable Income $46,688, $0) × 25% marginal rate = $11,672($15,128)max(Taxable Income $60,512, $0) × 25% marginal rate = $15,128($19,581)max(Taxable Income $78,324, $0) × 25% marginal rate = $19,581
Net Income$27,600Taxable Income ($36,800) − Income Tax ($9,200) = $27,600$29,115Taxable Income ($38,820) − Income Tax ($9,705) = $29,115$30,703Taxable Income ($40,937) − Income Tax ($10,234) = $30,703$35,016Taxable Income ($46,688) − Income Tax ($11,672) = $35,016$45,384Taxable Income ($60,512) − Income Tax ($15,128) = $45,384$58,743Taxable Income ($78,324) − Income Tax ($19,581) = $58,743
Cash Flow
Cash Flow Before Tax$34,587NOI ($44,250) − this year's total loan payment(s) (principal + interest) = $34,587$36,375NOI ($46,038) − this year's total loan payment(s) (principal + interest) = $36,375$38,235NOI ($47,898) − this year's total loan payment(s) (principal + interest) = $38,235$43,220NOI ($52,883) − this year's total loan payment(s) (principal + interest) = $43,220$54,801NOI ($64,464) − this year's total loan payment(s) (principal + interest) = $54,801$68,918NOI ($78,581) − this year's total loan payment(s) (principal + interest) = $68,918
Cash Flow After Tax$25,387Cash Flow Before Tax ($34,587) − Income Tax ($9,200) = $25,387$26,670Cash Flow Before Tax ($36,375) − Income Tax ($9,705) = $26,670$28,001Cash Flow Before Tax ($38,235) − Income Tax ($10,234) = $28,001$31,548Cash Flow Before Tax ($43,220) − Income Tax ($11,672) = $31,548$39,673Cash Flow Before Tax ($54,801) − Income Tax ($15,128) = $39,673$49,337Cash Flow Before Tax ($68,918) − Income Tax ($19,581) = $49,337
Balance Sheet
Loan Balance$147,787From the loan amortization schedule: your starting balance reduced by cumulative principal paid through Year 1 = $147,787.$143,015From the loan amortization schedule: your starting balance reduced by cumulative principal paid through Year 3 = $143,015.$137,743From the loan amortization schedule: your starting balance reduced by cumulative principal paid through Year 5 = $137,743.$122,013From the loan amortization schedule: your starting balance reduced by cumulative principal paid through Year 10 = $122,013.$75,918From the loan amortization schedule: your starting balance reduced by cumulative principal paid through Year 20 = $75,918.$0From the loan amortization schedule: your starting balance reduced by cumulative principal paid through Year 30 = $0.
Property Value$820,000Land Value ($820,000) × (1 + 1%)^0 = $820,000$836,482Land Value ($820,000) × (1 + 1%)^2 = $836,482$853,295Land Value ($820,000) × (1 + 1%)^4 = $853,295$896,822Land Value ($820,000) × (1 + 1%)^9 = $896,822$990,649Land Value ($820,000) × (1 + 1%)^19 = $990,649$1,094,293Land Value ($820,000) × (1 + 1%)^29 = $1,094,293
Loan to Value18.02%Loan Balance ($147,787) ÷ Property Value ($820,000) = 18.02%17.10%Loan Balance ($143,015) ÷ Property Value ($836,482) = 17.10%16.14%Loan Balance ($137,743) ÷ Property Value ($853,295) = 16.14%13.61%Loan Balance ($122,013) ÷ Property Value ($896,822) = 13.61%7.66%Loan Balance ($75,918) ÷ Property Value ($990,649) = 7.66%0.00%Loan Balance ($0) ÷ Property Value ($1,094,293) = 0.00%
Disposition
Sale Price$820,000Land Value ($820,000) × (1 + 1%)^0 = $820,000 — the same appreciation used for Property Value.$836,482Land Value ($820,000) × (1 + 1%)^2 = $836,482 — the same appreciation used for Property Value.$853,295Land Value ($820,000) × (1 + 1%)^4 = $853,295 — the same appreciation used for Property Value.$896,822Land Value ($820,000) × (1 + 1%)^9 = $896,822 — the same appreciation used for Property Value.$990,649Land Value ($820,000) × (1 + 1%)^19 = $990,649 — the same appreciation used for Property Value.$1,094,293Land Value ($820,000) × (1 + 1%)^29 = $1,094,293 — the same appreciation used for Property Value.
Capital Gains Tax($2,250)(Sale Price $820,000 − Purchase Price $800,000 − Acquisition Costs $5,000) × 15% capital gains rate = $2,250($4,722)(Sale Price $836,482 − Purchase Price $800,000 − Acquisition Costs $5,000) × 15% capital gains rate = $4,722($7,244)(Sale Price $853,295 − Purchase Price $800,000 − Acquisition Costs $5,000) × 15% capital gains rate = $7,244($13,773)(Sale Price $896,822 − Purchase Price $800,000 − Acquisition Costs $5,000) × 15% capital gains rate = $13,773($27,847)(Sale Price $990,649 − Purchase Price $800,000 − Acquisition Costs $5,000) × 15% capital gains rate = $27,847($43,394)(Sale Price $1,094,293 − Purchase Price $800,000 − Acquisition Costs $5,000) × 15% capital gains rate = $43,394
Disposition Expenses($16,400)Sale Price ($820,000) × 2% expenses on sale = $16,400($16,730)Sale Price ($836,482) × 2% expenses on sale = $16,730($17,066)Sale Price ($853,295) × 2% expenses on sale = $17,066($17,936)Sale Price ($896,822) × 2% expenses on sale = $17,936($19,813)Sale Price ($990,649) × 2% expenses on sale = $19,813($21,886)Sale Price ($1,094,293) × 2% expenses on sale = $21,886
Net Sale Proceeds$653,563Sale Price ($820,000) − Disposition Expenses ($16,400) − Loan Balance ($147,787) − Capital Gains Tax ($2,250) = $653,563$672,015Sale Price ($836,482) − Disposition Expenses ($16,730) − Loan Balance ($143,015) − Capital Gains Tax ($4,722) = $672,015$691,242Sale Price ($853,295) − Disposition Expenses ($17,066) − Loan Balance ($137,743) − Capital Gains Tax ($7,244) = $691,242$743,099Sale Price ($896,822) − Disposition Expenses ($17,936) − Loan Balance ($122,013) − Capital Gains Tax ($13,773) = $743,099$867,071Sale Price ($990,649) − Disposition Expenses ($19,813) − Loan Balance ($75,918) − Capital Gains Tax ($27,847) = $867,071$1,029,013Sale Price ($1,094,293) − Disposition Expenses ($21,886) − Loan Balance ($0) − Capital Gains Tax ($43,394) = $1,029,013
Rate of Return
Before Tax IRR2.02%The IRR on your initial equity ($655,000), each year's Cash Flow Before Tax through Year 1, then the before-tax sale proceeds landing one period later = 2.02%3.82%The IRR on your initial equity ($655,000), each year's Cash Flow Before Tax through Year 3, then the before-tax sale proceeds landing one period later = 3.82%4.45%The IRR on your initial equity ($655,000), each year's Cash Flow Before Tax through Year 5, then the before-tax sale proceeds landing one period later = 4.45%5.08%The IRR on your initial equity ($655,000), each year's Cash Flow Before Tax through Year 10, then the before-tax sale proceeds landing one period later = 5.08%5.55%The IRR on your initial equity ($655,000), each year's Cash Flow Before Tax through Year 20, then the before-tax sale proceeds landing one period later = 5.55%5.78%The IRR on your initial equity ($655,000), each year's Cash Flow Before Tax through Year 30, then the before-tax sale proceeds landing one period later = 5.78%
After Tax IRR1.85%Same as Before Tax IRR, but using Cash Flow After Tax and the after-tax sale proceeds, net of capital gains tax = 1.85%3.65%Same as Before Tax IRR, but using Cash Flow After Tax and the after-tax sale proceeds, net of capital gains tax = 3.65%4.28%Same as Before Tax IRR, but using Cash Flow After Tax and the after-tax sale proceeds, net of capital gains tax = 4.28%4.94%Same as Before Tax IRR, but using Cash Flow After Tax and the after-tax sale proceeds, net of capital gains tax = 4.94%5.45%Same as Before Tax IRR, but using Cash Flow After Tax and the after-tax sale proceeds, net of capital gains tax = 5.45%5.71%Same as Before Tax IRR, but using Cash Flow After Tax and the after-tax sale proceeds, net of capital gains tax = 5.71%

Estimates only, not financial, tax, or legal advice. See our Terms and Privacy Policy.

Renting out land, typically as cash rent to a farm operator, turns a passive holding into an income investment. Unlike farming it yourself, cash rent gives you a predictable annual payment without exposure to crop prices or yields, and the return combines that rent income with any appreciation realized when you eventually sell.

This calculator builds a year-by-year rate-of-return pro-forma for rented land: rent income net of expenses, financing, and taxes, plus the proceeds of a hypothetical sale, summarized as cash-on-cash return, NPV, and IRR.

How does this calculator work?

Enter the land purchase price and value, financing (up to two mortgages), the cash rent per acre and acreage, operating expenses, and a hypothetical sale year. The calculator builds a full year-by-year rate-of-return pro-forma for renting out land.

Cash rent grows every year at the rent appreciation rate you enter, and operating expenses (land maintenance, property taxes, and other costs) inflate separately at their own rate, so the two don't have to move in lockstep.

Interest on each of your mortgages is pulled from a full monthly amortization schedule, then summed into an annual figure. Unlike our Farmland calculator, this tool does not depreciate the land itself, since raw land isn't a depreciable asset, so there's no depreciation deduction reducing your taxable income.

Taxable income is simply net operating income minus interest, taxed at your marginal rate. A loss year floors the tax at zero rather than creating a benefit.

The calculator also tracks your loan balance and the land's appreciating value each year, giving you a loan-to-value ratio. At every single year, it separately models what selling that year would look like: the appreciated sale price, minus your remaining loan balance, minus selling costs, minus capital gains tax on the appreciation above your purchase price.

That sale proceeds figure is combined with every prior year's cash flow into an IRR on your original invested equity, which is why you can pick any hypothetical sell year and see its return immediately.

Headline results include year-1 cash-on-cash return and equity build-up, total future cash flow, NPV, and before- and after-tax IRR, so you can judge renting out land as an investment.

Worked example

Buy 200 acres at $6,000/acre ($1.2M), rent at $250/acre, partly financed, with a sale modeled after 10 years.

Land / price per acre
200 ac / $6,000
Cash rent
$250/acre/yr
Gross rent yield
4.17% of land value
Year-1 cash-on-cash
depends on financing
After-tax IRR (with sale)
the headline return

How the numbers work

Gross rent is straightforward: 200 acres × $250 = $50,000 a year, which is 4.17% of the $1.2M land value before expenses.

From that rent the model subtracts operating expenses, loan interest, and taxes to get annual after-tax cash flow, and divides the first year's by your invested cash for the cash-on-cash return.

The IRR then combines every year's cash flow with the net proceeds of the year-10 sale (after paying off financing and capital gains), so the headline return leans heavily on the sale price: most of land's total return is appreciation rather than rent.

At $250/acre on $6,000/acre land, the cash rent yields 4.17% before expenses, modest income that leans on appreciation for the bulk of the total return, which is why the sale assumption matters so much to the IRR.

Leverage amplifies both: financing part of the purchase can raise cash-on-cash return if rent covers the debt, but it also magnifies the downside if land values fall.

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Land Rent Rate of Return Calculator glossary

Rent Per Acre
The annual cash rent charged per acre.
Year 1 Cash on Cash Return
First-year cash flow divided by the cash you invested.
Year 1 Equity Build Up
First-year mortgage principal paid divided by your invested cash.
Total Future Cash Flow
The sum of after-tax cash flows through your chosen sell year.
NPV of Future Cash Flows
Those future cash flows discounted to today at your discount rate.
Hypothetical Sell Year
The year you model selling the land, used in the IRR and NPV.
Net Operating Income (NOI)
Cash rent minus operating expenses, before financing and taxes.
Capitalization Rate (Cap Rate)
Annual rent (or NOI) as a percent of land value: the income yield before appreciation.
Operating Expenses
Costs of owning the land, such as property taxes, insurance, and upkeep, netted against the rent.
After-Tax IRR
The annualized return on your invested equity including the sale, measured after taxes.

Land Rent Rate of Return Calculator FAQs

How is the return calculated?+

It's an IRR on your equity: the cash invested, each year's after-tax cash flow, and the net proceeds from a hypothetical sale after paying off loans and capital gains.

What rent should I use?+

Use the actual or expected cash rent per acre. Cash rents on quality farmland often run a few percent of land value; local rent surveys help.

Is renting land better than farming it?+

Cash rent trades upside for stability: you get a predictable payment without crop-price or yield risk, but you give up the larger (and riskier) profit a good farming year could bring. This tool models the rental side.

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