Break-even ROAS is the minimum return on ad spend required to cover advertising and other variable costs on an order.
Calculate it by dividing 1 by your contribution margin before advertising costs:
Break-even ROAS = 1 ÷ Contribution margin
If your contribution margin is 40%:
1 div 0.40 = 2.5
Your break-even ROAS is 2.5x. A ROAS above 2.5x creates a positive contribution after variable costs and advertising. A ROAS below 2.5x loses money on the order before fixed business costs.
The full formula is:
Break-even ROAS = Revenue ÷ Maximum allowable ad spend
Maximum allowable ad spend is the revenue left after variable costs other than advertising:
Maximum allowable ad spend = Revenue - Variable costs
Combining the two formulas gives:
Break-even ROAS = frac{1}{ left( Revenue - Variable costs ÷ Revenue right) }
If you already know your contribution margin, use the shorter version:
boxed{Break-even ROAS = 1 ÷ Contribution margin percentage}
Enter the margin as a decimal. Use 0.40, not 40%.
Assume an ecommerce order produces the following results:
| Item | Amount |
|---|---|
| Net revenue | $100 |
| Product cost | $40 |
| Fulfillment and shipping | $10 |
| Payment processing fees | $3 |
| Expected refunds and returns | $2 |
| Contribution before advertising | $45 |
The contribution margin is:
$45 ÷ $100 = 45%
The break-even ROAS is:
1 div 0.45 = 2.22
The business needs a 2.22x ROAS to break even.
At a 2.22x ROAS:
| Contribution margin | Break-even ROAS |
|---|---|
| 20% | 5.00x |
| 25% | 4.00x |
| 30% | 3.33x |
| 35% | 2.86x |
| 40% | 2.50x |
| 45% | 2.22x |
| 50% | 2.00x |
| 60% | 1.67x |
| 70% | 1.43x |
| 80% | 1.25x |
A lower contribution margin means a higher break-even ROAS because less revenue is available to pay for advertising.
Calculate contribution margin from the revenue left after variable costs:
Contribution margin = Net revenue - Variable costs ÷ Net revenue
Include costs that increase when you generate another order, such as:
Do not include advertising spend in this calculation. Advertising spend is the cost that break-even ROAS measures.
Gross margin alone can make break-even ROAS look lower than it is.
For example, a product with a 60% gross margin has a gross-margin-based break-even ROAS of:
1 div 0.60 = 1.67x
Shipping, payment fees, returns and marketplace commissions may reduce the contribution margin to 40%. The more accurate break-even ROAS is then:
1 div 0.40 = 2.5x
Use contribution margin when these order-level costs are material.
Suppose your average net order value is $80 and your variable costs are $48.
Maximum allowable ad spend:
$80 - $48 = $32
Break-even ROAS:
$80 div $32 = 2.5x
The margin calculation produces the same result:
$80 - $48 ÷ $80 = 40%
1 div 0.40 = 2.5x
You can spend up to $32 to acquire an $80 order and break even on that transaction.
Break-even CPA is the maximum amount you can spend to acquire one customer or order without losing money:
Break-even CPA = Net revenue - Variable costs
For an $80 order with $48 in variable costs:
$80 - $48 = $32
The break-even CPA is $32.
You can convert between ROAS and CPA with these formulas:
ROAS = Average order value ÷ CPA
CPA = Average order value ÷ ROAS
A break-even ROAS of 2.5x means the business generates $2.50 in revenue for every $1 spent on advertising.
For example:
At exactly 2.5x, the campaign covers its variable costs and advertising spend. It produces no contribution toward salaries, software, rent, warehousing, customer support or profit.
Break-even ROAS is the minimum ROAS required to avoid losing money on the transaction. Your target ROAS should usually be higher because the business may also need to cover:
If your break-even ROAS is 2.5x, a 2.5x target does not necessarily make the business profitable. It only prevents a loss at the order contribution level.
Gross margin may exclude variable costs that occur after the sale. Include fulfillment, payment fees, returns and commissions where they apply.
Sales tax collected from customers generally is not business revenue. Use net revenue after discounts and exclude taxes that must be remitted.
A campaign may look profitable at the time of purchase but lose money after refunds. Include expected refunds or returns in the variable-cost calculation.
Use the revenue the business actually receives, not the product's full list price.
A first order may have a low or negative contribution because customer acquisition is expensive. Repeat purchases can improve customer lifetime profitability, but do not include them in first-order break-even ROAS unless the business is using a lifetime-value model.
Fixed costs affect overall profitability, but they are not required for transaction-level break-even ROAS. For a company-wide profitability target, allocate fixed costs across expected orders or revenue separately.
Use these three steps:
Example:
1 div left(100 - 60 ÷ 100right) = 1 div 0.40 = 2.5x
boxed{ Break-even ROAS = frac{1}{ left( Net revenue - Variable costs ÷ Net revenue right) } }
For most ecommerce businesses, the shortcut is:
boxed{Break-even ROAS = 1 div Contribution margin}
Use contribution margin after product costs, fulfillment, payment fees, returns, discounts and other order-level expenses. Then set your target ROAS above break-even to cover fixed costs and produce profit.