Discussing Net vs. Contribution Margin Effectively


The more you understand “net margin and “contribution margin,” the more confident you will be discussing these topics with a prospect.

Discussing Net vs. Contribution Margin Effectively

Most people are in business to make money. Some people are in business because they want to change the world.  In either case, it’s often helpful to express the savings you project in terms of the amount of work they have to perform to produce equivalent profit the old-fashioned way – doing what they do now.

If you have $1 million dollars in revenue and make $100,000 in profit after everything is paid (including taxes), your net margin is 10%. If you only make $10,000 dollars in profit (again, after taxes) on that same amount of revenue, your net margin is only 1%.  And at that 1% net margin, if you see $10,000 in overhead reduction (energy savings or other) drop to your bottom line, it’s the equivalent of “earning that profit the old-fashioned way” by generating $1 million in revenue last year.  That’s what net margin is all about. 

By the way, you may be wondering why I use net margin, which is an after-tax construct, even though savings are often expressed as a before-tax figure.  It’s because unless you’re accomplishing savings through behavioral changes alone (i.e., no investment), you’re likely to have depreciation and perhaps other tax benefits shielding much of the resulting savings from taxation. That said if you prefer to use before-tax margin, feel free to do so.

Contribution margin, on the other hand, is what's left over after paying the variable cost of incremental sales. Your contribution margin helps cover fixed costs, and the rest is profit.  For example, if you sell an extra 1,000 units, the contribution margin is what’s left over after covering the variable cost of producing those extra units.

Using these definitions for contribution margin and net margin, it’s easy to see why a company’s contribution margin is larger than its net margin.

Returning to our initial example, if you generated an extra $1 million in revenues without having to add any new fixed costs, you would wind up seeing more than the “net margin” of those revenues hit the bottom line. That’s because you were already covering your fixed costs at your previous level of revenues.

An example will likely make this clearer. Let’s assume you’re running a coffee shop.  Let's assume you’re selling 1,000 cups of coffee a day using one barista, one espresso machine, one dishwasher, one shop space, etc.  Those items are fixed overhead.  If you sold an extra 10 cups of coffee, you would only have to pay for the incremental cost of the coffee, the hot water, the steamed milk, the cup and the lid for each of those ten incremental cups of coffee sold. Those are your variable costs. You wouldn’t need another barista, or another machine, or another dishwasher, or a bigger shop. In this case, you would make more than your typical net margin on those extra 10 cups of coffee because they would likely have no effect on your fixed overhead. 

Now if you sold 1,000 more cups of coffee a day, chances are you would need a second machine.  You might need a second barista on the payroll. You might even need to expand into the space next door, which would mean more fixed overhead in the form of rent, insurance, etc.

You get to keep less than the entire contribution margin on those incremental cups of coffee.  Why?  Because you’ve had to use some of that incremental contribution margin to offset your increased fixed overhead.

If that example doesn’t make the difference between “net margin” and “contribution margin” crystal clear, here is a definition of each, courtesy of Wikipedia:

“Profit margin, net margin, net profit margin or net profit ratio is a measure of profitability. It is calculated by finding the net profit as a percentage of the revenue… Net profit is revenue minus cost.”

"Contribution margin, or dollar contribution per unit, is the selling price per unit minus the variable cost per unit. Contribution represents the portion of sales revenue that is not consumed by variable costs and so contributes to the coverage of fixed costs.  This concept is one of the key building blocks of break-even analysis."

How does this distinction play out when reframing the benefits of efficiency in terms that will make it easy for your prospects to visualize? Assume your proposed energy upgrade is projected to produce $10,000 in annual bottom-line benefit through energy savings, maintenance savings, or even some non-utility-cost financial benefit like reduced scrap rate since occupants can now see better.  Assume that your prospect is accustomed to earning a 10% net margin.  You could say that your upgrade would give them the same net profit they earned by selling $100,000 of goods last year. 

On the other hand, it would not be fair to say that it would be the equivalent of selling an extra $100,000 of goods. Why? Because they might be able to sell that extra $100,000 of goods without adding to their fixed costs, in which case they would enjoy a positive impact that would be more accurately calculated using their contribution margin, not their net margin.  Since contribution margin is higher than net margin, the amount of equivalent incremental sales needed to match your projected savings would be lower.

That’s why I always phrase the comparison as follows: “Think of how hard you had to work last year to generate this same bottom-line benefit…” Phrasing it that way underscores that I’m talking about their existing revenue, and their existing fixed and variable cost structure, which allows me to use the net margin figure (which is lower than contribution margin) and generates a higher amount of equivalent revenue.

Fortunately, there’s a plethora of information out there to help you understand financial statements. Use it and it will help make you both more intelligent and more confident as you reframe the benefits of efficiency using terms and revenue equivalents that resonate with business owners and managers.

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Posted by Mark Jewell