Difference between revisions of "Beer Cost"
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(Created page with "To evaluate an employee wage for the brewers consider the following: :- Per 1.5 bbl batch (~45 gals) is equal to ~360 - 16 oz pours at 90% pour efficiency = 324 pints total....") |
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To evaluate an employee wage for the brewers consider the following: | To evaluate an employee wage for the brewers consider the following: | ||
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| − | + | ==Production Quantity== | |
| + | Per 1.5 bbl batch (~45 gals) is equal to ~360 - 16 oz pours at 90%/80% pour efficiency = 324 /288 pints total. | ||
| + | ==Ingredients== | ||
:- Grain - ~ 120# at ~$0.80/# = $96 | :- Grain - ~ 120# at ~$0.80/# = $96 | ||
:- Hops - ~ 2# at ~$10/# = $20 | :- Hops - ~ 2# at ~$10/# = $20 | ||
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:- CO2 ~ 1/2 tank at $24 = $12 | :- CO2 ~ 1/2 tank at $24 = $12 | ||
:- Cleaning supplies ...minimal | :- Cleaning supplies ...minimal | ||
| − | + | TOTAL material cost $140 | |
| + | :- $140/324 pints = $0.43 per pint ...not including labor or utilities (electricity, water, HVAC, insurance, etc). | ||
| − | + | ==Labor== | |
| + | It takes ~ 9 hr/1.5 bbl batch (6 hr brew day, 3 hr cleaning, kegging, carbonating, etc). | ||
| + | :- at $10/hr labor cost --> $90 per batch. | ||
| + | :- at $12/hr labor cost --> $108 per batch | ||
| + | :- at $15/hr labor cost --> $135 per batch | ||
| − | + | ==Total Cost (materials + labor)== | |
| + | :- at $10/hr labor, total production cost $230 ($140 + $90)...or $230/324 pints (90%) = $0.71 per pint. | ||
| + | :- at $12/hr labor, total production cost $248 ($140 + $108)...or $248/324 pints (90%) = $0.77 per pint | ||
| + | :- at $15/hr labor, total production cost $275 ($140 + $135)...or $275/324 pints (90%) = $0.85 per pint | ||
| − | + | ==Summary/Conclusion== | |
| − | + | :- Independent of labor cost the markup on draft beer is >80%. | |
| − | + | :- At 80% pour efficiency and $15/hour wage, cost is $0.95 per pint. | |
| − | + | :- Currently we are brewing ~once per week (3-4 per month), making a monthly expense of ~($140 x 4) + ($135 x 4) = $1,100 expense. This should generate (4 x 45 gal x 128 oz/gal / 16 oz/pint x $5/pint x 90% efficiency) $6,480 in revenue. Brewing 3 times a month, expense of ~($140 x 3) + ($135 x 3) = $825 expense. This should generate (3 x 45 gal x 128 oz/gal / 16 oz/pint x $5/pint x 90% efficiency) $4,860 in revenue. | |
| − | :- | ||
| − | |||
| − | Independent of labor cost the markup on draft beer is >80%. | ||
| − | |||
| − | At 80% pour efficiency and $15/hour wage, cost is $0.95 per pint. | ||
Latest revision as of 11:57, 18 September 2021
To evaluate an employee wage for the brewers consider the following:
Production Quantity
Per 1.5 bbl batch (~45 gals) is equal to ~360 - 16 oz pours at 90%/80% pour efficiency = 324 /288 pints total.
Ingredients
- - Grain - ~ 120# at ~$0.80/# = $96
- - Hops - ~ 2# at ~$10/# = $20
- - Yeast - 100g at $60/500g = ~$12
- - CO2 ~ 1/2 tank at $24 = $12
- - Cleaning supplies ...minimal
TOTAL material cost $140
- - $140/324 pints = $0.43 per pint ...not including labor or utilities (electricity, water, HVAC, insurance, etc).
Labor
It takes ~ 9 hr/1.5 bbl batch (6 hr brew day, 3 hr cleaning, kegging, carbonating, etc).
- - at $10/hr labor cost --> $90 per batch.
- - at $12/hr labor cost --> $108 per batch
- - at $15/hr labor cost --> $135 per batch
Total Cost (materials + labor)
- - at $10/hr labor, total production cost $230 ($140 + $90)...or $230/324 pints (90%) = $0.71 per pint.
- - at $12/hr labor, total production cost $248 ($140 + $108)...or $248/324 pints (90%) = $0.77 per pint
- - at $15/hr labor, total production cost $275 ($140 + $135)...or $275/324 pints (90%) = $0.85 per pint
Summary/Conclusion
- - Independent of labor cost the markup on draft beer is >80%.
- - At 80% pour efficiency and $15/hour wage, cost is $0.95 per pint.
- - Currently we are brewing ~once per week (3-4 per month), making a monthly expense of ~($140 x 4) + ($135 x 4) = $1,100 expense. This should generate (4 x 45 gal x 128 oz/gal / 16 oz/pint x $5/pint x 90% efficiency) $6,480 in revenue. Brewing 3 times a month, expense of ~($140 x 3) + ($135 x 3) = $825 expense. This should generate (3 x 45 gal x 128 oz/gal / 16 oz/pint x $5/pint x 90% efficiency) $4,860 in revenue.