Business Exit Value Calculator
A revenue multiple and a profit multiple, averaged.
Blend a revenue multiple and a profit multiple into one exit valuation, and see which of the two is doing the work at your margin.
What this tool does
This calculator blends two multiple-based valuations of the same business. Enter annual revenue, annual profit, a revenue multiple, a profit multiple and a growth factor. Revenue times its multiple gives one valuation, profit times its multiple gives another, the two are averaged, and the growth factor is applied to that average. The result panel shows both component valuations and the profit margin alongside the blended figure, and the components are usually more informative than the average of them, since real transactions settle on one basis rather than a midpoint of two. The output prices the business rather than the proceeds an owner receives, so debt, working capital adjustments at completion, earn-outs and deferred consideration, transaction costs and tax all sit outside it, as do customer concentration, owner dependency and the split between contracted and discretionary revenue. The growth factor is a manual adjustment rather than a modelled input. Results illustrate how multiple-based valuations are constructed rather than establish a price.
Quick answer: with the default values, the result is $400,000.00 (Blended Exit Valuation). Adjust the values below for your own figures.
Enter Values
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Formula Used
Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
Two multiples go in and one number comes out, but the number is an average of two answers rather than a single valuation. On the defaults, 500,000 of revenue at 1.0 gives 500,000, and 100,000 of profit at 3.0 gives 300,000. The average of those is 400,000, and a growth factor of 1.0 leaves it there. The business is running a 20% margin.
The blend collapses to a single revenue multiple
Which is worth knowing, because comparable sales are quoted as one. The effective multiple is the revenue multiple plus the profit multiple times the margin, all halved: on these figures (1.0 + 3.0 × 0.20) ÷ 2 = 0.8, and 500,000 × 0.8 is the 400,000 the tool returns. The two halves do not contribute equally either. The revenue side puts in 250,000 of the total and the profit side 150,000, a 62.5 to 37.5 split, because the average weights the two valuations equally rather than the two methods.
Which side wins is decided by margin
The profit valuation overtakes the revenue valuation exactly when the margin exceeds the revenue multiple divided by the profit multiple, which on 1.0 and 3.0 is 33.33%. At the default 20% margin the revenue side is the bigger of the two; the same business at a 40% margin would flip the order without either multiple changing.
Averaging two multiples is a heuristic, not a method
Revenue and profit are not independent quantities, since profit is what survives of revenue, so applying a multiple to each and averaging prices the same trading twice from two angles. Transactions settle on one basis: profit where there is profit to capitalise, revenue where there is not yet. What the blend gives is a range with a midpoint, and the two component figures in the result panel are more informative than the headline. For an earnings and balance-sheet view of the same question, the business valuation calculator pairs an earnings multiple with net asset value instead.
Why a multiple exists at all
IAS 38 does not recognise internally generated brands, mastheads, publishing titles or customer lists as intangible assets, and internally generated goodwill is excluded as well on the grounds that it is not an identifiable resource. The things a buyer is paying for are precisely the things a seller's accounts are forbidden to carry. IFRS 3 shows where they surface: on acquisition, the gap between what was paid and the identifiable net assets acquired is recognised by the buyer as goodwill. A multiple is the market pricing what the accounts cannot.
The growth factor is a manual override
It multiplies the finished blend and nothing derives it. At 1.2 the 400,000 becomes 480,000, at 0.8 it becomes 320,000, and it moves the answer by exactly the percentage entered. It is a slot for a judgement about sector conditions rather than a modelled input, which is worth remembering when the output is compared against anything.
What sits outside
Debt, since revenue and profit multiples price the business rather than the owner's proceeds, and net debt is settled out of the price at completion. Working capital adjustments agreed at the same point. Earn-outs and deferred consideration, which change what the headline price is actually worth. Customer concentration, owner dependency and the split between contracted and discretionary revenue, all of which buyers price and none of which appear here. And transaction costs and tax.
Revenue of $500,000 at 1x and profit of $100,000 at 3x average out to a blended valuation of $400,000.00 before anything is negotiated.
Inputs
| Revenue-Based Valuation | $500,000.00 |
|---|---|
| Profit-Based Valuation | $300,000.00 |
| Profit Margin | 20.00% |
| Growth Factor Applied | 1.00x |
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
Two valuations are calculated and averaged. Annual revenue multiplied by the revenue multiple gives the revenue-based valuation; annual profit multiplied by the profit multiple gives the profit-based valuation. The two are added and halved, and the industry growth factor is then applied to that average as a straight multiplier, so a factor of 1.0 leaves the blend unchanged. Profit margin is reported as annual profit over annual revenue. Because the average weights the two valuations equally rather than the two methods, the larger of the two contributes more than half the result, and the whole blend is arithmetically equivalent to a single revenue multiple equal to the revenue multiple plus the profit multiple times the margin, halved. The multiples and the growth factor are taken as entered rather than derived from comparable transactions. Debt, working capital adjustments, earn-outs and deferred consideration, transaction costs, tax, customer concentration, owner dependency and asset backing all fall outside the model, which prices the business rather than the proceeds of a sale.
Frequently Asked Questions
What multiples apply to my business?
Is this accurate enough for a sale?
How do I improve valuation?
What about asset-heavy businesses?
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