Bitter Math
Contributed by on Nov 11, 2011
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Bitter Math
or How Much Does it Cost to Use a Good Bitter vs. a Cheap One?
This is to settle an long standing question and try to at least attempt to frame a methodology for deciding on cost benefit analysis on cocktail ingredients. In plain English – just how much more does it cost to mix a cocktail from top shelf ingredients than bottom shelf artificial crap
As Gary Regan, famous author and bartender pointed out to me – I would have to analyze hundreds if not thousands of recipes to come up with an average serving for ingredients. So I rapidly abandoned that approach. Instead here are some calculations and formulas based on cost and quantities of bitters per drink. Depending on the measurements ( drops, dashes, ounces, etc.,) it is fairly easy to do the math. Below is a table showing yields:
Bottle Size
|
Shot Size
|
# of Drinks
|
1 Ounce |
1 Drop
|
480
|
1 Ounce |
1 Dash (6 drops)
|
80
|
1 Ounce |
2 Dashes
(12 drops) |
40
|
1 Ounce |
3 Dashes
(18 drops) |
26.66
|
1 Ounce |
4 Dashes
(24 drops) |
20
|
2 Ounces |
1 Drop
|
960
|
2 Ounces |
1 Dash (6 drops)
|
160
|
2 Ounces |
2 Dashes
(12 drops) |
80
|
2 Ounces |
3 Dashes
(18 drops) |
53.33
|
2 Ounces |
4 Dashes (24drops)
|
40
|
4 Ounces |
1 Drop
|
1920
|
4 Ounces | 1 Dash (6 drops) |
320
|
4 Ounces |
2 Dashes
(12 drops) |
160
|
4 Ounces |
3 Dashes
(18 drops) |
106.66
|
4 Ounces |
4 Dashes (24drops)
|
80
|
8 Ounces |
1 Drop
|
3840
|
8 Ounces |
1 Dash
(6 drops) |
640
|
8 Ounces |
2 Dashes
(12 drops) |
320
|
8 Ounces |
3 Dashes
(18 drops) |
213.33
|
8 Ounces |
4 Dashes (24drops)
|
160
|
If we round these off for the sake of simplicity,
Size |
Size |
# or yield |
@$1
|
@$5 |
@$10 | @ $15 | @ $20 | @ $30 |
1 Ounce |
1 Drop |
480 |
1/4 ¢
|
1 ¢ |
2 ¢ |
3 ¢
|
4 ¢ |
6 ¢ |
1 Ounce |
1 Dash
( 6 Drops ) |
80 |
1 1/2 ¢
|
6 ¢ |
12 ¢ |
18 ¢
|
24 ¢ |
36 ¢ |
1 Ounce |
2 Dashes
( 12 Drops ) |
40 |
3 ¢
|
12 ¢ |
24 ¢ |
36 ¢
|
48 ¢ |
73 ¢ |
1 Ounce |
3 Dashes
( 18 Drops ) |
5 ¢
|
18 ¢ |
36 ¢ |
54 ¢
|
72 ¢ |
$1.08 |
|
1 Ounce |
4 Dashes
( 24 Drops ) |
20 |
6 ¢
|
24 ¢ |
48 ¢ |
72 ¢
|
96 ¢ |
$1.44 |
2 Ounces |
1 Drop |
960
|
1/2 ¢
|
1 ¢
|
1 1/2 ¢
|
2 ¢
|
3 ¢
|
|
1 Dash
( 6 Drops ) |
160
|
3 ¢
|
6 ¢
|
9 ¢
|
4 ¢
|
18 ¢
|
||
2 Dashes
( 12 Drops ) |
80
|
6 ¢
|
12.5 ¢
|
19 ¢
|
25 ¢
|
38 ¢
|
||
3 Dashes
( 18 Drops ) |
53.33
|
9 ¢
|
18 ¢
|
27 ¢
|
36 ¢
|
54 ¢
|
||
4 Dashes
( 24 Drops ) |
40
|
12 ¢
|
25 ¢
|
36 ¢
|
50¢
|
75 ¢
|
||
Size
|
Size |
# or yield |
@$1
|
@$5 |
@$10 | @ $15 | @ $20 | @ $30 |
4 Ounces |
1 Drop |
1920
|
1/4 ¢
|
1/2 ¢
|
3/4 ¢
|
1 ¢
|
3 1/2 ¢
|
|
1 Dash
( 6 Drops ) |
320
|
1 1/2 ¢
|
3 ¢
|
5 ¢
|
6 ¢
|
9 ¢
|
||
2 Dashes
( 12 Drops ) |
160
|
3 ¢
|
6 ¢
|
9 ¢
|
12¢
|
18¢
|
||
3 Dashes
( 18 Drops ) |
107
|
5 ¢
|
9 ¢
|
13 ¢
|
18¢
|
27 ¢
|
||
4 Dashes
( 24 Drops ) |
80
|
6 ¢
|
12 ¢
|
18 ¢
|
24¢
|
36¢
|
||
8 Ounces |
1 Drop |
3840
|
1/2 ¢
|
1 ¢
|
1 1/2 ¢
|
2 ¢
|
3 ¢
|
|
1 Dash
( 6 Drops ) |
640
|
3 ¢
|
6 ¢
|
9 ¢
|
12 ¢
|
18¢
|
||
2 Dashes
( 12 Drops ) |
320
|
6 ¢
|
12.5 ¢
|
19 ¢
|
24 ¢
|
38 ¢ |
||
3 Dashes
( 18 Drops ) |
215
|
10 ¢
|
18 ¢
|
28 ¢
|
36 ¢
|
46 ¢
|
||
4 Dashes
( 24 Drops ) |
160
|
12 ¢
|
24 ¢
|
36 ¢
|
48 ¢
|
72 ¢
|
So if you add up the ingredients based on this formula you get the total cost to compare a low end to high end cocktail. For more expensive ingredients, just add whatever increments you need (example: for a $40 bottle add the $10 and $30 together)
As bitters are usually in added as 2 – 3 dashes at most so anywhere from 12.5 ¢ to 38 ¢ cost (2 dashes) per drink difference between a $5 bottle of cheap stuff and a premium, like Urban Moonshine. So the price difference between the two runs between 25 ¢ per drink (based on two )
Personally I think my drink and my friends’ drinks are worth it.
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