Stella has a recipe for punch that requires 1 teaspoon of sugar for every 8 ounces of strawberries. According to the recipe, if Stella uses 3 pounds of strawberries, how many teaspoons of sugar are required?
Stella needs 48 teaspoons of sugar for 3 pounds of strawberries.
To determine the amount of sugar required, we first convert 3 pounds of strawberries to ounces. Since there are 16 ounces in a pound, 3 pounds equals 48 ounces. Using the recipe's ratio of 1 teaspoon of sugar for every 8 ounces of strawberries, we find that 48 ounces will require 6 teaspoons of sugar.
This choice suggests that only 3 teaspoons of sugar are needed. However, with 48 ounces of strawberries, this amount is insufficient, as the recipe clearly requires 1 teaspoon for every 8 ounces, leading to a greater sugar requirement.
While 6 teaspoons appears to be the correct amount for 48 ounces of strawberries, it incorrectly reflects the total for the entire 3 pounds. The solution requires calculating the total amount based on the recipe's ratio, which results in the need for more sugar.
Choosing 24 teaspoons implies a misunderstanding of the recipe's ratio. Although 24 might seem like a reasonable amount when considering larger quantities, it far exceeds the requirement for 48 ounces of strawberries, which only necessitates 6 teaspoons.
This choice is based on a miscalculation of the required sugar amount. The correct computation, based on the recipe's ratio for 48 ounces, is 6 teaspoons, not 48. Therefore, while it is a high number, it does not align with the recipe's instructions.
To summarize, the recipe indicates that for every 8 ounces of strawberries, 1 teaspoon of sugar is required. Converting 3 pounds to ounces results in 48 ounces, which requires 6 teaspoons of sugar. The initial confusion in calculations led to incorrect choices, clarifying the importance of accurately interpreting recipe ratios to achieve the desired result.
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