Samples: Multiple-Choice Questions
- A popular Bourbon whiskey is listed as being “92 Proof.” The liquor industry defines
 “Proof” as being twice the volume percentage of alcohol in a blend. Ethanol (drinking
 alcohol) has the structural formula CH 3 CH 2 OH (MW = 46 g/mol). The density of ethanol
 is 0.79 g/mL. How many liters of whiskey must one have in order to have 50. moles of
 carbon?
A. 0.80 liters
B. 1.6 liters
C. 3.2 liters
D. 4.0 liters
E. 6.4 litersAnswer: C
Step 1: Write down an equals sign (=).
Step 2: To the right of the equals sign, write down the units you want the answer to be in.
Examination of the problem reveals that you want your answers in “liters of whiskey,” so you
have
= liters of whiskeyStep 3: Begin the problem with the item you are limited to. In this case, it is 50. moles of car-
bon — no more, no less. Place the 50. moles of carbon over 1.
. moles of carbon liters of whiskey
1
(^50) =
Step 4: Get rid of the units “moles of carbon” by placing them in the denominator of the next
factor. What do you know about moles of carbon? There are 2 moles of carbon in each mole of
ethanol.
. moles of carbon
moles carbon
mole ethanol liters of whiskey
150
2
#^1 =Step 5: Continue in this fashion, getting rid of unwanted units until you are left in the units you
desire. At that point, stop and do the calculations.
. moles carbon
moles carbon
mole ethanol
mole ethanolgrams ethanol
150
21
146
##. g ethanol.
mL ethanol
mL ethanolmL whiskey
mL whiskeyL whiskey
079 L whiskey1
92200
101
### 3 = 32Part II: Specific Topics
