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OK. Let’s assume you have a profit plan. If you don’t have one in place, check out this post. Let’s also assume you’ve estimated your pipeline for the coming year. If not check out this post. Now you need to get a handle on the number of staff or Full Time Equivalent (FTE) personnel you’ll need to execute the anticipated workload.
Let’s start with the number of folks you currently have in your firm. Make sure to include all staff and all principals. In small to midsized design firms, principals are doers as much or more than many staff members. Be sure to include them in your FTE count.
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)
Every person in the firm working full time over the course of the entire year would be considered one FTE. Anyone who works only part of the year, because they work part time every week, or are seasonal staff (students) would be considered a partial FTE. Add up all the full and part timers to determine your firm’s FTE count.
Here’s an example. Let’s say you have 9 folks employed full time in the firm, plus two students who work for 3 months over the summer, plus one admin person who works half time. The FTE calculation would be (9 x 1) + (2 x .25) + (1 x .5) = 10 FTE’s even though there were 12 different folks employed by the firm.
Now that you have a current FTE count, you need to determine how much work this number of FTE’s is capable of completing. This will of course depend on factors like the type of work, the level of learning and research required to complete the work, and the overall skill level of your FTE compliment.
Contract labour should also be considered in your FTE count. If you regularly employ contract workers you need to include their contribution to your FTE count. Say their time adds up to 50% of an FTE, they would be counted as 0.5 FTE’s.
Here’s a simple way to check your FTE capacity. Calculate your firm’s average net fee per year over the past 2-5 years. Then determine the average number of FTE’s in your firm in those years. If your average net fee is say $1.5M, and your average FTE count is say 10 FTE’s, that would mean your firm should be capable of $150,000 of net fee per FTE.
If your pipeline suggests that your net fees will be greater than your ability to complete the work, you have several ways to manage the workflow.
• Just say NO to lower margin work and/or difficult clients.
• Hire more employees
• Engage contract labour
• Become more productive
Each of these measures is easier said than done but those are your main options.
If your projected net fees are less than your ability to complete the work you can:
• Raise your prices
• Go get more work
• Contract out some of your staff to other firms that are busy
• Reduce principal pay until more work comes on-line
• Reduce the workweek until more work comes on-line
• Reduce FTE count, usually viewed as a last resort
Again, these actions are difficult to implement. Some can be undertaken on short notice and some will require lots of lead time. When most practitioners are asked what they would have done differently to deal with a smaller than expected workload, the answer is invariably ‘I would have acted sooner.’
The lesson here is to keep close tabs on your FTE count in relation to your pipeline.
For more detail on how your FTE count interacts with the other key measures of your practice, check out my book, Scoreboard Your Practice: 7 Numbers to Understand Your Design Firm’s Financials (Available at Amazon).