Guest,
Maybe you should READ the formula again.
Net sales divided by Labor HOURS = Labor Yield
Cost is not a consideration in this formula. It is based solely on the PRODUCTION manufactured in a store.
The only reasoning for me throwing salaries in the equation was to give an EXAMPLE of two scenarios that could be argued. The only reasoning for me throwing hourly wages in the scenarios were to calculate total hours worked.
With that said…
Using your thinking, if I had a store in Mexico and I only had to pay my manager 200 bucks a week, and the EXACT same figures existed, the yield would go up.
makes no sense. The manager would still be working 50 hours per week.
I stand completely behind my other comments, you sir are too serious in how you take criticism. I noticed you rebuffed someone last night for not kissing your rump when you gave a comment too.
I take criticism when criticism is due. In this case… it simply isn’t.
Now… let’s agree on something and at the same time strengthen my point:
If a low volume store is paying the same rate for a manager as a high volume store, then the OTHER labor costs have to be LOWER to compensate for paying the manager a higher rate, since you are spreading the FIXED labor cost over lesser sales.
Based on what you JUST stated, OTHER labor costs have to be LOWER to compensate for paying the manager a higher rate. In order for these other labor costs to be lower, would you agree that these other employees would have to work less hours (remember the scenario in which everyone gets paid $5.80/hr)? The only way to decrease labor costs is to cut labor hours. By cutting these labor hours you are INCREASING productivity, which makes my point completely valid. Here’s the example you offered (and we’ll use the original scenario):
Net Sales…$10,000/week
Labor %…23.4%
Labor $…$2,340
(subtract)manager pay…($600)
Crew Labor $…$1,740<~ these are your hourly employees
divided by $5.80/hr…300 hours
Manager hours…50 hours
Total hours…350 hours
$10,000 / 350 hours = $28.57 Labor Yield ($28.57 in sales per manhour used)
Scenario 2:
Net Sales…$3,500/week
Labor %…27.8%
Labor $…$948
(subtract)manager pay…($600)
Crew Labor $…$348
divided by $5.80/hr…60 hours
Manager hours…50 hours
Total hours…110 hours
$3,500 / 110 hours = $31.81 Labor Yield ($31.81 in sales per manhour used)
Now, let’s change some things up to prove your argument, and at the same time, prove my formula…
Scenario 1:
Net Sales…$10,000/week
Labor %…23.4%
Labor $…$2,340
(subtract)manager pay…($600)
Crew Labor $…$1,740
divided by $5.80/hr…300 hours
Manager hours…50 hours
Total hours…350 hours
$10,000 / 350 hours = $28.57 Labor Yield
Scenario 2 (running the exact same labor % as scenario 1):
Net Sales…$3,500/week
Labor %…23.4% <~~ same labor %
Labor $…$819
(subtract)manager pay…($600)
Crew Labor $…$219
divided by $5.80/hr…37.75 hours
Manager hours…50 hours
Total hours…87.75 hours
$3,500 / 87.75 hous = $39.89 Labor Yield
Of course, by presenting the numbers in this fashion, it would be impossible for a $3,500/week store to run a 23.4% labor because most stores are open an average of 70-80 hours per week. I just offered this scenario to prove the point (you made) that Labor Yield would increase if variable costs were to drop.
-J_r0kk