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Updated 2026-08-31 · 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 from after-repair value and repair costs, with the 70% rule check and the maximum offer for a target profit.

What this tool does

This calculator models the financial outcome of a property renovation project by computing profit and return on investment from the property's estimated value after repairs. Enter the purchase price, the planned repair budget, the after-repair value, selling costs as a percentage of that value, and a target profit. It returns the profit after all modelled costs, the ROI against purchase plus repairs, the maximum offer consistent with the target profit, the total selling costs, and whether the deal satisfies the 70% rule, which tests purchase price plus repairs against 70% of the after-repair value. Note that the target profit does not enter the 70% test and does not change the profit figure; it only sets the maximum offer. The calculation assumes fixed repair estimates and a static after-repair value, and it models no holding costs, financing or tax, so 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

People also use

Formula Used
After repair value, the expected sale price once work is complete
Purchase price paid for the property
Repair budget, including contingency
Selling costs as a decimal share of the after-repair value
Target profit, which sets the maximum offer only and does not affect the profit figure or the 70% test

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 the after-repair value minus repair costs. For a property with a 300,000 ARV and a 40,000 repair estimate, that cap is 300,000 times 0.70, less 40,000, or 170,000. The calculator applies the same test from the other direction: it checks whether purchase price plus repairs comes in at or below 70% of ARV. On the defaults that is 220,000 against 210,000, so the deal fails by 10,000. The remaining 30% margin is there to cover selling costs, holding costs, contingencies and profit. It works as a screening filter, and the margin is intended to absorb cost overruns rather than to remove risk.

Why Selling Costs Eat Profit

Selling a flip costs money before any profit is counted: agent commission, staging or presentation, legal and completion costs, and tax on the gain depending on holding period and structure. The rate varies enormously by market, which is why it is an input here rather than a constant. On the defaults, 8% of a 300,000 ARV is 24,000 leaving the deal before profit is calculated, and moving that assumption to 10% takes profit from 56,000 down to 50,000 and ROI from 25.45% to 22.73%. These costs are commonly underestimated when planning focuses on the repair budget alone.

ARV Estimation Is Where Deals Go Wrong

ARV is derived from comparable sales of already-renovated properties in the same neighbourhood, not from an estimate of what the finished property feels like it should be worth. The usual standard is several recent comparable sales, in the same or better condition than the renovated property, within a small radius and a recent window. Automated valuation models can diverge materially from realised sale prices, which is why a comparative market analysis from a local agent is the more commonly cited alternative. Published price series are useful for the direction a market is moving, though they cannot substitute for street-level comparables. An inaccurate ARV carries through every other figure the calculator produces, since ARV sits in the profit line, the selling-cost line, the maximum offer and the 70% test.

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. None of that is in this calculation. Expected holding costs can be deducted from the ARV before running the calculator; otherwise the output reads as profit before holding costs. Rehab and resale speed materially affects flip economics, since holding cost accrues monthly while profit does not, so a project running six months instead of three erodes the margin the 70% rule was meant to protect.

Worked Example

Purchase price 180,000, repair costs 40,000, ARV 300,000, selling costs 8%, desired profit 30,000. Selling costs come to 300,000 times 8%, or 24,000. Total all-in cost is 180,000 plus 40,000 plus 24,000, or 244,000. Profit is 300,000 less 244,000, or 56,000, and ROI is 56,000 divided by the 220,000 of purchase and repairs, or 25.45%. The maximum offer for a 30,000 target profit is 300,000 less 40,000 less 24,000 less 30,000, or 206,000. The 70% rule check compares 220,000 against 210,000 and fails by 10,000. Buying at 170,000 instead would pass the test and lift profit to 66,000 at an ROI of 31.43%, which is what the 10,000 of margin is worth.

Common Flip Profit Killers

Repair cost overrun is the most common, which is why a contingency inside the repair budget is standard practice rather than optimism. Market softening during the rehab pulls ARV down after the purchase price is fixed, and cross-country price series show how far and how fast that can move. Holding longer than planned adds cost every month without adding value. Time to sell at full ARV is rarely instant, and a listing that goes stale tends to attract lower offers. Selling costs are often higher than the first estimate once every fee is counted. Each of these is a reason to run the same inputs at pessimistic values: raising repairs from 40,000 to 50,000 alone takes profit from 56,000 to 46,000 and ROI from 25.45% to 20.00%.

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, and running both is common practice, since a property that does not work as a flip can still work as a rental. This calculator addresses flip viability; a rental yield or cash-on-cash calculator addresses the other.

Example Scenario

Flipping a $180,000 purchase with $40,000 of repairs to a $300,000 after-repair value, at 8% selling costs, yields $56,000 of profit, with the ROI, the maximum offer for a $30,000 target and the 70% rule check shown alongside.

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 sample figures 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 a large share of projects, and the gap between purchase plus repairs and 70% of the after-repair value is what absorbs them without wiping out profit. On the default figures, purchase plus repairs comes to 220,000 against a 210,000 threshold, so the deal fails by 10,000, and buying 10,000 lower would lift profit from 56,000 to 66,000 while bringing ROI from 25.45% to 31.43%. A deal that only just clears the rule has little between it and a bad surprise.
How do I estimate ARV accurately?
From comparable sales of renovated properties in the same neighbourhood, within a recent window and a small radius, and of similar size, age and finished condition. Several comparables carry more weight than one. A comparative market analysis from a local agent is commonly preferred to an automated valuation model, since automated estimates can diverge materially from realised sale prices, and published price indices are better for reading market direction than for valuing one specific property. The reason accuracy matters so much here is structural: ARV feeds the profit line, the selling-cost line, the maximum offer and the 70% test at once, so an error in it moves every output together rather than one of them.
What if the 70% rule fails?
Common responses are renegotiating the purchase price, reducing the repair scope so the numbers work at the agreed price, or passing on the deal. Experienced investors commonly report analysing far more deals than they buy, which is what a screening filter is for. Some apply a softer threshold, such as 75%, in markets where competition compresses margins, though that trades away part of the buffer the rule exists to preserve. The calculator shows the size of the shortfall rather than just a pass or fail, which is the figure a renegotiation has to close.
Does this include holding costs?
No. Mortgage interest, property tax, insurance and utilities during the rehab are not in the calculator. Expected holding costs can be deducted from the after-repair value before running it, or simply read against the calculated profit afterwards. The amount depends on property value, finance structure and how long the project runs, and it accrues monthly whether or not the work is progressing, which is why an overrunning schedule costs more than the extra labour alone.

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