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Answer :
Final answer:
Select the correct recipe for a large Lemonade Chiller: 12 oz lemonade concentrate, 4 oz of lemonade. This yields a total of 16 oz, making them potentially correct answers depending on the desired concentration of the chiller, while option a is pure lemonade, and option d totals only 12 oz, making them less likely to be correct. Option B.
Explanation:
The question involves selecting the correct recipe for a large Lemonade Chiller. The options provided include different combinations of lemonade and lemonade concentrate.
To solve this, we must assume that the desired total volume for the Lemonade Chiller is based on a 16 oz serving size since none of the options exceed this amount and given that similar beverage serving sizes in the provided context are 16 oz.
In relation to the example problem given, the equivalent amount in ounces for a volume measured in pints was determined using a conversion factor where 1 pint is equal to 16 ounces.
Thus, to find the total ounces Carl drank, the calculation would be 3 pints × 16 ounces/pint, yielding 48 ounces.
If we apply a similar thought process to the Lemonade Chiller question, we have to find a recipe that sums up to 16 ounces. Let's consider the given options:
- Option a: 16 oz of lemonade (pure lemonade with no concentrate).
- Option b: 12 oz lemonade concentrate, 4 oz of lemonade.
- Option c: 8 oz lemonade concentrate, 8 oz of lemonade.
- Option d: 6 oz lemonade concentrate, 6 oz of lemonade (only totals 12 ounces).
Based on the assumption that the Lemonade Chiller should total 16 oz, both option b and option c provide recipes which add up to 16 oz.
Without having the proportion of concentrate to lemonade specified, both options could be viable if we were only focusing on achieving a 16 oz total.
However, option a might be incorrect as it lacks concentrate, which is typically an ingredient in a chiller, and option d is incomplete as it only totals to 12 oz.
Hence, the correct answer is: Option B.
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