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Updated 2026-04-20 · Real Estate · Educational use only ·
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After Repair Value (ARV) Calculator

Real estate flip profit with the 70% rule check

Calculate real estate flip profit with after-repair value, repair costs, and the 70% rule check — the standard wholesaler maths.

What this tool does

This calculator models the financial outcome of a property renovation project by computing profit and return on investment based on the property's estimated value after repairs. It takes your purchase price, planned repair costs, the after-repair value, selling costs as a percentage of that value, and your desired profit target, then calculates your actual profit, ROI percentage, the maximum purchase offer that aligns with your profit goal, and whether the investment satisfies the 70% rule (a common benchmark where maximum acquisition cost equals 70% of after-repair value minus repairs and desired profit). The result illustrates how each cost element—purchase, repairs, and selling expenses—affects your final return. Note that this calculation assumes fixed repair estimates and a static after-repair value; actual outcomes depend on market conditions, execution, and unforeseen expenses. This tool is for educational illustration of deal analysis mechanics.

Quick answer: with the default values, the result is $56,000 (Flip Profit (After All Costs)). Adjust the values below for your own figures.


Enter Values

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Formula Used
After repair value
Purchase price
Repair costs
Selling costs rate

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

The 70% Rule Real Estate Investors Use

The 70% rule sets a maximum purchase price at 70% of ARV minus repair costs. For a property with 300,000 ARV and a 40,000 repair estimate, that cap is (300,000 × 0.70) - 40,000 = 170,000. The 30% margin covers selling costs (6-8%), holding costs, contingencies, and profit. The rule works as a screening filter, and the margin is intended to absorb cost overruns rather than to remove risk. The calculator flags whether a proposed deal meets this threshold.

Why Selling Costs Eat Profit

Typical selling costs on a flip: agent commissions, often 5-6% of sale price; staging, commonly 500-2,000; closing or completion costs, often 1-2%; and tax on gains depending on holding period and structure. Combined, these commonly total 8-10% of ARV. On a 300,000 flip that is 24,000-30,000 leaving the deal before any profit calculation. These costs are commonly underestimated when planning focuses on repair costs alone.

ARV Estimation Is Where Deals Go Wrong

ARV is commonly derived from comparable sales of already-renovated properties in the same neighbourhood rather than from an estimate of expected value. A widely used standard is three comparable sales from the last 6 months, in the same or better condition than the renovated property, within a small radius. Automated valuation models are commonly reported to diverge from realised sale prices by 10-20%. A comparative market analysis from a local agent is the more commonly cited alternative. An inaccurate ARV carries through every other figure the calculator produces.

Holding Costs the Calculator Does Not Model

Between purchase and sale the investor pays mortgage interest where financed, property tax, insurance, utilities, and any association or service charges that apply. A flip held 6 months might incur 15,000-25,000 in holding costs that further reduce profit. Holding costs can be deducted from ARV before running the calculator; otherwise the output reads as profit before holding costs. Rehab and resale speed materially affects flip economics, and a project running 6 months instead of 3 can reduce profit substantially.

Worked Example

Purchase price 180,000. Repair costs 40,000. ARV 300,000. Selling costs 8%. Desired profit 30,000. Selling costs amount: 300,000 × 8% = 24,000. Total costs: 180,000 + 40,000 + 24,000 = 244,000. Flip profit: 300,000 - 244,000 = 56,000. ROI: 56,000 / (180,000 + 40,000) = 25.5%. Max offer for 30k target profit: 300,000 - 40,000 - 24,000 - 30,000 = 206,000. 70% rule check: 180k + 40k = 220k vs 70% of 300k = 210k. Fails the 70% rule by 10k, so the margin is thin and a cost overrun would absorb the remaining profit.

Common Flip Profit Killers

Repair cost overrun: contingency allowances of 15-25% on repair estimates are common. Market softening during rehab: ARV can drift lower over the project. Holding longer than planned: each additional month adds holding cost, commonly cited in the 2,500-5,000 range. Selling time: time to sell at full ARV is commonly quoted at 30-90 days, and stale listings tend to attract lower offers. Selling costs: 8% is often closer to 10% once all fees are added. The calculator output is one scenario, and running the same inputs at pessimistic values shows how much margin a deal carries.

Flipping vs Rental Property

Flipping is short-term active income, trading time and risk for one large profit per project. Rental property is long-term income accumulated through cash flow plus appreciation. The same property can serve either approach. The ARV calculator addresses flip viability and the rental-yield calculator addresses rental viability. Both are commonly run on the same property, since a property that does not work as a flip can still work as a rental.

Example Scenario

Flipping $180,000 purchase + $40,000 repairs for $300,000 ARV yields $56,000 profit.

Inputs

Purchase Price:$180,000
Repair Costs:$40,000
After Repair Value (ARV):$300,000
Selling Costs %:8%
Desired Profit:$30,000
Expected Result$56,000
Expected Result breakdown
ROI %25.45%
Max Offer (for target profit)$206,000.00
Total Selling Costs$24,000.00
70% Rule Satisfied?No
Total All-In Cost$244,000.00

This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

This calculator computes profit from a property flip by subtracting all costs from the after-repair value (ARV). Selling costs are calculated as a percentage of ARV. Total costs combine the purchase price, repair costs, and selling costs. Profit is derived by deducting total costs from ARV. Return on investment (ROI) expresses profit as a percentage of the combined purchase and repair costs. The maximum offer feature works backward from ARV, deducting repair costs, selling costs, and a desired profit target to arrive at an affordable purchase price. The 70% rule compares the combined purchase and repair costs against 70% of ARV as a screening metric. The calculator assumes constant selling cost percentages, known repair estimates, and an accurate after-repair valuation. It does not model financing costs, holding periods, market fluctuations, or variations in actual selling performance.

Frequently Asked Questions

Why is the 70% rule important?
It creates margin for the unexpected. Cost overruns, market softening, and holding-time extensions happen on most flips. The 30% margin between purchase + repairs and ARV absorbs these without wiping out profit. Deals failing the 70% rule are fragile.
How do I estimate ARV accurately?
Comparable sales of renovated properties in the same neighbourhood within the last 6 months, a small radius, and similar size and age. Three or more comparable sales are commonly used. A comparative market analysis from a local agent is commonly preferred to automated valuation models, which can diverge by 10-20%.
What if the 70% rule fails?
Common responses are renegotiating the purchase price, reducing the repair scope, or passing on the deal. Experienced investors commonly report passing on a large majority of the deals they analyse. The 70% threshold, or 75% in softer markets, is the filter the rule applies.
Does this include holding costs?
No - mortgage, property tax, insurance, and utilities during rehab are not in the calculator. Expected holding costs can be deducted from ARV before running it, or read against the calculated profit. Holding costs are commonly cited in the 2,500-5,000 per month range depending on property value and finance structure.

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