by Dale E. Wagman, DDS
If you've been in practice longer than a minute, you've heard the little man on your right shoulder whisper, "Hey, costs are going up. We gotta raise the fees!"
You've heard the guy on the other shoulder reply, "Wait. If we raise the fees, the patients are going to get angry and go somewhere else."
Then, "Yeah, but if we don't raise 'em, we'll go out of business."
"OK, but how much are we going to raise them?"
"I don't know — the usual or the same amount everybody else is raising theirs ... or whatever ... the CPI or something like that."
If you listen to these two guys long enough, they'll drive you nuts! And, the worst part is that they are both correct.
Despite what they tell us about the economy as a whole, inflation is not dead in the dental business. Expenses are going up; wages, supply bills, equipment costs, rents, the entire lot.
Fortunately, so is the production in the average dental practice. You may indeed have to raise your fees, but the questions are: When do you do it? How much? And which individual fees do you raise? It might not be necessary to raise them all, thereby setting off the "high-price alarm bells" ringing in your patients' heads.
Needs-based fee raising
Many dentists have a magical number in their heads that they use to calculate a fee raise — 10 percent or the CPI or some other number that may or may not have any significance to their particular situation. That's no way to run a business! In this tight market, you need to be more specific.
Luckily, you can stop the two guys from fighting, decide whether or not you do need to increase your fees, get an exact number for just how much, which is both justifiable and defensible, and get a pretty good feeling for exactly which fees you need to raise, all with one simple formula: a/b=x/y.
Many readers will recognize this formula as the proporportionality or ratio formula. (Hint: When you read it say, a is to b as x is to y.) Once you learn to use it, you will find this formula to be one of the most useful business tools you will ever have. Let's learn how to use it to raise fees.
Suppose that in the year 2001, your net collections were $750,249 and your expenses were $564,000. Say that in 2002 your expenses jumped to $575,228. On first glance, you might assume that your expenses had jumped up by 4.7 percent. But what if your net collections had risen to $775,347? Laboratory bills, supply bills, and many salary expenses are directly related to how much business you do. Unless you have a means of comparing, you wouldn't know if the increase in expenses was the result of an actual increase in costs or a result of your increased revenue. This formula is the answer.
Let's plug in the numbers:
Let a = $750,249 (your 2001 collections).
Let b = $564,000 (your 2001 expenses).
Let x = $775,347 (your 2002 collections).
Let y = the projected expenses for 2002.
The equation now looks like this:
750249 divided by 564000 = 775347 divided by y
To solve for y, cross-multiply: 750249y = 43729570800
Then divide: a43729570800/750249
y = 582867
The equation shows us that your projected expenses should have been $582,867. So, even though it might seem like expenses have gone up, because you're writing a bigger check, in this example they were actually $7,639 less than they should have been based on the increase in business. Your expenses actually went down by 1.3 percent. Should you raise your fees in this case?
Take a look at the more detailed example below. Set up a form like this one and plug in the numbers from your own office. Use the formula to compute the projected expenses, and then subtract the projected expenses from the actual expenses for the new year. Compute either the positive or negative percent changes in the last column. The percentage is how much more or how much less you actually spent, compared to what you would have expected to spend, given any change in revenue you may have had. If all of the numbers are positive, like in the example, it might indeed be time for a fee increase.