A medical assistant is helping a patient read the food label on a can of soup that has a serving size of 0.5 cups and 4 servings per container. If the patient consumes 1 cup of soup, which of the following number of servings have they consumed?
The patient has consumed 2 servings of soup.
Since the serving size is 0.5 cups and the patient consumes 1 cup, we can determine the number of servings by dividing the total amount consumed by the serving size (1 cup ÷ 0.5 cups/serving = 2 servings).
Consuming 1 serving would mean the patient only ate 0.5 cups of soup, which is less than what they actually consumed. Therefore, this choice does not reflect the accurate calculation based on the serving size provided.
This choice suggests that the patient consumed 1.5 servings, equating to 0.75 cups of soup (1.5 servings × 0.5 cups/serving). However, since the patient actually consumed 1 cup, this option underestimates the amount eaten.
The correct calculation shows that consuming 1 cup of soup corresponds to 2 servings (1 cup ÷ 0.5 cups/serving = 2 servings). This accurately represents the amount consumed based on the serving size indicated on the label.
This choice implies that the patient consumed 2.5 servings, which would equal 1.25 cups of soup (2.5 servings × 0.5 cups/serving). Since the patient only consumed 1 cup, this option overestimates the servings consumed.
Understanding serving sizes is crucial for accurate dietary tracking. In this case, the patient consumed 1 cup of soup, translating to precisely 2 servings based on the serving size of 0.5 cups. The other options either underestimate or overestimate the servings, highlighting the importance of accurate calculations when interpreting food labels.
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