House Hacking Calculator
The House Hacking Calculator shows you exactly how much your tenants can reduce — or eliminate — your monthly housing cost. Enter your purchase price, down payment, mortgage terms, expected rental income from the units you rent out, and operating expenses to see your effective monthly cost. House hacking is one of the fastest paths to living for free (or nearly free) while building equity and entering real estate investing with owner-occupant financing.
Price of the property you are buying
FHA allows 3.5%, conventional 5% for primary
Primary residence rate (lower than investment)
Term in years
Rent from units / rooms you rent out
Taxes, insurance, maintenance, vacancy
Effective Monthly Cost
$1,012.13
Full Mortgage Payment
$2,212.13
Rental Income Offset
$1,800.00
Monthly Cash Flow
-$1,012.13
Annual Cash Flow
-$12,145.57
Down Payment Amount
$17,500.00
Loan Amount
$332,500.00
How to use this calculator
- 1
Enter the home purchase price
The purchase price of the multi-unit property or single-family home you plan to house hack. Duplexes, triplexes, and quadplexes (2–4 units) all qualify for FHA and conventional owner-occupant financing as long as you live in one unit.
- 2
Set your down payment percentage
FHA loans allow as little as 3.5% down on 2–4 unit properties. Conventional loans typically require 5% for a primary residence duplex or 15–25% for investment properties. House hacking with owner-occupant financing (FHA or conventional) is the key advantage — you get investor-grade rental income with homeowner financing rates.
- 3
Enter interest rate and loan term
Current mortgage rates for owner-occupied properties. Because you are living in the property, you qualify for primary residence rates, which are typically 0.5–1.0% lower than investment property rates. This rate advantage is one of the biggest benefits of house hacking.
- 4
Enter monthly rental income
The rent you will collect from the units or rooms you rent out. Research comparable rentals in your area to set a realistic figure. For a duplex, this is the rent from the one unit you do not occupy. For a quadplex, it is the combined rent from the three units you rent out.
- 5
Enter monthly expenses
Operating expenses for the property: property taxes, homeowner's insurance, utilities (if you pay any for tenant units), maintenance reserves (budget 5–10% of rent), property management if applicable, and vacancy allowance. Do not include your mortgage payment — that is calculated separately.
- 6
Review your effective monthly cost
The effective monthly cost is what you actually pay out of pocket after rental income is applied. If this number is lower than what you would pay in rent elsewhere, house hacking is saving you money. If it is zero or negative, you are living for free.
Formula
Loan Amount = purchasePrice × (1 − downPaymentPct / 100)
Monthly Payment = loanAmount × [r(1+r)^n] / [(1+r)^n − 1]
where r = interestRate / 12 / 100, n = loanTerm × 12
Effective Monthly Cost = monthlyPayment + monthlyExpenses − rentalIncome
Monthly Cash Flow = rentalIncome − monthlyExpenses − monthlyPayment
Annual Cash Flow = monthlyCashFlow × 12The standard amortization formula computes your fixed monthly principal and interest payment. Effective monthly cost is what house hacking is really about: your out-of-pocket housing expense after tenants pay their portion. If rental income exceeds the mortgage plus expenses, you have positive cash flow — you are being paid to live in your home. Example: $350,000 duplex, 5% down ($17,500), $332,500 loan at 7% for 30 years. Monthly payment: $2,213. Rental income: $1,800. Expenses: $600. Effective cost: $2,213 + $600 − $1,800 = $1,013/month. Without house hacking, you would pay $2,813/month (mortgage + expenses) with no rental offset.
Worked Example
Purchase Price: $350,000 duplex Down Payment: 5% = $17,500 Loan Amount: $332,500 Interest Rate: 7.0%, 30-year term Monthly Payment: $2,213 Monthly Rental Income: $1,800 (from the other unit) Monthly Expenses: $600 (taxes, insurance, maintenance) Effective Monthly Cost: $2,213 + $600 − $1,800 = $1,013/month Monthly Cash Flow: $1,800 − $600 − $2,213 = −$1,013/month You save $1,800/month vs paying full expenses alone. Your effective housing cost is $1,013 — less than most 1-BR rents.