The Graham Equity Equation Calculator
This tool uses the mathematical equation proposed by Paul Graham for determining a reasonable portion of equity to offer an employee or investor.
The Graham Equity Equation attempts to determine the amount of equity/salary that would "balance out" the added value that a new employee is expected to bring to a company.
You can read an in-depth explanation of how the equation works in Paul Graham's original blog post here. I'd also recommend this excellent article from Michelle Wetzler, which provides a walkthorugh of three different methods she used to evaluate her own job offer. Her article is especially helpful because - in addition to covering the Graham Equity Equation - it also explores two alternatives for determining compensation.
Sure!
Imagine that you're a mid-level embedded software programmer, and you've been offered a spot as the 5th employee at a small, early-stage startup. The startup hasn't received series-A funding, but early seed investments have put their valuation at $10 million. You think that's optimistic, but plausible. After reviewing your budget, you decide that you need $60k/year to live comfortably, and past that you'd like all your compensation to come in the form of equity.
The last thing you need to decide is your "valuation multiplier." On the one hand, you're an early employee, and embedded programmers are hard to come by. On the other hand, you're not a senior-level programmer yet, and you don't have experience designing firmware for the kind of hardware that this startup will be manufacturing. So, you finally decide that adding you to the team will make the company appear roughly 10% more valuable to investors.
Now you're ready to use the Graham Equity Equation to calculate how much equity you should be offered! Click this button to fill the calculator with the for this hypothetical embedded software developer.
The Graham Equity Equation doesn't account for the "market rate" of a particular type of employee. For example, let's say you run a restaurant worth $1mln. You realize that by hiring a delivery driver, you can raise the value of your restaurant by 30%, due to added revenue from delivery orders.
The Equity Equation would tell you that this delivery driver should get an annual salary of $102,000 (assuming you gave him no equity). In reality, however, $102k is well above the $27k average salary for a delivery driver. Paying above the market rate probably makes sense for such a key role, but $102k is pretty far out.
I recommend this article by Michelle Wetzler, in which she takes you through three different methods she used to evaluate her own job offer, only one of which is the Graham Equity Equation.
The equation involves the 4 variables below. By providing any 3 of these numbers, you can solve for the 4th number.
Which number would you like to calculate?
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Advanced Parameters (optional)
The "salary multiplier" and "company's profit" parameters are important inputs in the equation. I’m using Paul Graham’s example values by default, but feel free to tweak them. If you come to regret your tinkering, click here to reset these back to their defaults.
Salary Multiplier (optional)
%
The employee's annual salary is increased by this percentage for the purpose of the equation. This is because an employee’s salary is paid every year, not just once. In addition, the company will incur additional “overhead” costs from the new hire. The salary multiplier accounts for those extra costs. |
Company's Profit (optional)
%
If you set this to zero, the Graham Equation would tell you how much equity/salary an employee should receive in order to leave the company neither any better nor worse-off than they were before they hired him/her. When you don’t account for profit, the Graham Equation calculates the “break even” number. No company is interested in merely breaking even on a new hire, so this parameter specifies how much profit they want to make on their new employee. |
Howdy!
I'm Steve Trambert. The Graham Equation was helpful to me in negotiating my last job offer, and I hope you find it similarly useful!
I built this tool while teaching myself javascript and HTML/CSS, so if you have any feedback, I'd love to hear from you. Feel free to send me suggestions, friendly criticism, questions, or death threats at grahamEquation@trambert.com.
I don't accept donations myself, but if you found this page helpful and you want to make my day, I'd be very grateful if you would make a donation to my favorite charity, GiveDirectly. GiveDirectly is a lean organization working on a relatively novel approach to international charity, experimenting with direct cash-transfers to low-income individuals. You can find their donation page here, or you can listen to an episode of the Planet Money podcast covering their work here.