{ July 31st, 2008 }

What is a Pre-money and Post-money Valuation?

When your startup company raises capital, valuation is a key question that must be tackled Rey Maualuga style. (If you are unfamiliar with “Rey Maualuga style,” click here for a Youtube example.) The two main valuation concepts in a venture capital financing are pre-money and post-money valuation.

In a venture capital transaction, the venture capital firm invests cash in the startup company in exchange for newly-issued (preferred) stock. The startup company’s value immediately before the funding is called “pre-money valuation” while the startup company’s value immediately after the transaction is called “post-money valuation.” (Technically, pre-money and post-money are more about price than a startup company’s valuation.)

Pre-money Valuation and Post-money Valuation Equations

(1) Pre-money Valuation = Post-money valuation – Venture Capital Investment

(2) Post-money Valuation = Venture Capital Investment/Venture Capital Ownership Percentage

You can determine share price by the following equation:

(3) Share Price = Pre-money Valuation/Number of Pre-money shares.

You can determine how many shares to issue the venture capital firm by this equation:

(4) New Shares Issued = Venture Capital Investment/Share Price

Pre-money Valuation and Post-money Valuation Examples

Example 1

Let’s say Google’s new venture fund comes to you and offers to invest $3MM into your startup for 30% of the company. Plugging the numbers into equation (2), we get:

Post-money valuation = $3MM/.30 = $10MM

Thus, to calculate pre-money valuation, we use equation (1) as we now know the post-money valuation and the investment amount:

Pre-money valuation = $10MM – $3MM = $7MM

Example 2

Now let’s say a venture capital firm offers your startup company a $4MM investment at a $6MM pre-money. To determine how much your startup would give up in exchange for the $4MM, we use equation (1) and get:

$6MM = Post-money valuation – $4MM, and solving for Post-money valuation (Post-money = Pre-money + Investment) gives us $10MM

Next, we use equation (2) to find the Venture Capital firm’s percentage:

$10MM = $4MM/Venture Capital Firm Ownership Percentage (VCFOP), solving for VCFOP (VCFOP = $4MM/$10MM) we get 40%.

About the Author
Ryan RobertsRyan Roberts is a startup lawyer and represents technology companies through all phases of the startup process, including incorporation, seed & venture financings, and exit transactions. Click here to learn more about his practice.
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  1. Jim says:

    So, if an angel wants 5% of my company, assuming I had one.

    And that angel is willing to invest $15,000 for that 5%.

    Working backwards to find post-money value…

    Given, post money = pre-money + investment.

    Then,

    Post-money = $300,000
    Pre-Money = $285,000
    Investment = $15,000

    So, angel's 15,000 investment just bought him 5% of the company (15 / 300).

    Then Pre-money value = price of shares * value of shares before financing.
    For 500,000 shares, $285,000 = $0.57 * 500,000, or
    For 1,000,000 shares, $285,000 = $0.28 * 1,000,000

    Does that look right?

    So, by an angel saying they are willing to invest $15k for 5% into my imaginary company, that angel has just defined a post-money value (and pre-value) for my firm.

    By extension, can my wife invest $500 in my company for a post-money 0.5% interest, that would cause my post-money value to = $100,000 ( = 500 / 0.5)? I would own 99.5%, or $99,500 (pre-money) with no cash invested, and she would own 0.5% with $500 cash invested?

  2. Ryan Roberts says:

    Jim,

    I re-wrote the post to (hopefully) make it more clear. I think your calculations look good.

  3. Jim says:

    Thanks. I think this works, in some regards, if the stock is issued after initial seed funding, or as a result of it. For example:

    Pre-seed angels invest $15k for 15% of the company, which would value it at $100k (= 15k/0.15)

    Then issue 1,000,000 original shares at a value of $0.01 per share so that now my angel owns 150,000 shares (and 15%) and I own 850,000 (85%).

    THEN, if we went to YC (Y Combinator) for add'l funding, say $20k, it would look like:

    Prevalue = $100,000
    YC investment = $20,000

    Post value = 100,000 + 20,000 = 120,000.

    YC ownership 20/120 = 17% current ownership.
    Pre-seed investm't = 15/120 = 12.5%
    My ownership interest = 85/120 = 71%

    For the 20k investment by YC, 200,000 new shares would have to be issued, which then dilutes everyone's ownership.

    I think that's right.

  4. Jon says:

    When we issue the subscription agreement, is the cost per unit/share pre-money or post-money.

    For instance, ours reads "Subject to the terms and conditions hereof and the provisions of the Partnership Agreement, I hereby irrevocably agree to purchase the number of Units set forth on page 7 of this Subscription Agreement (“Agreement”) for $1,000 per Unit."

    For years I have been calculating this as pre-money but then realized I had no idea which hat I pulled that assumption.

  5. Ryan Roberts says:

    Capital is capital. The investment itself isn't issued as pre or post, but you can subtract the investment to determine the pre and post valuation.

  6. Janet says:

    Ryan,
    I'm still struggling with this concept a bit and need some help. I am in the process of starting a company and I seek investors. I currently guage my start-up expenses (including working capital) to be $250-300K. I seek to raise this money through investors. How would I value the company and what % can I offer investors?

    • RJ says:

      Janet,

      Value the company at what you think it's worth, just remember that doesn't mean the investors will agree. Simple example, if you need $300k and your willing to give say 30% equity for that investment your companies post-money valuation would be $1MM. Pre-money $700k.

      If you want to give 40% use $300k/.4 which equals $750k post-money valuation.

      Make sense?

  7. You have got the position across much better than I ever might, thanks!

  8. Andrew says:

    good info Ryan. Thanks

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