**Our Take: Shift your deadline tracking from days to hours with an 8‑hour workday formula**
This is exactly the kind of small, practical friction that makes spreadsheet work feel stuck. A writer tracking deadlines and turnaround times in days knows the numbers are useful, but days are a blunt instrument. An assignment that comes in at 4:00 PM and is due the next morning at 9:00 AM is technically due in a day, but the working time is a fraction of that. The user who wrote in is right to feel that days no longer fit. They have the right instinct: measure in hours, based on an 8-hour shift, and the data will start telling a truer story.
The practical fix is straightforward, and it does not require abandoning the AVERAGE formula they already know. If the deadline or turnaround time is stored as a decimal number of days, say, 1.5 for 36 hours, multiplying that by 8 converts it directly to 8-hour workday hours. So `=AVERAGE(K36:K998)*8` gives the average in those hours. The same logic applies if the values are actual date/time differences: `=AVERAGE(K36:K998)*24` gives total hours, then dividing by 8 restates them in workday chunks. What matters is that the user does not have to rebuild their sheet. A single multiplication makes their existing data more useful.
This is not about a fancy formula. It is about a mindset shift. Deadlines and turnaround are already being tracked, but the unit of measurement was hiding the real rhythm of the work. Days flatten the peaks and valleys of a workday. Hours, especially when aligned to an 8-hour shift, reveal patterns: which assignments actually take half a shift versus three full ones, where the bottlenecks live, and whether deadlines are genuinely tight or just padded by a calendar day. That granularity turns a tracking sheet into a decision tool.
We would encourage this user to take the next step. Once the average is in workday hours, add a second column that flags any assignment where the turnaround exceeds the deadline by more than, say, two hours. That simple threshold will surface the outliers worth investigating. The formula is already there. The insight is just one multiplication away.