In the following diagram, A contains all the people who like chocolate, B contains all the people who like ice-cream and C contains all the people who like candy. What does the shaded area represent?
To solve the problem, we need to understand what each section of the Venn diagram represents:
- Circle A represents people who like chocolate.
- Circle B represents people who like ice-cream.
- Circle C represents people who like candy.
The question asks about the shaded area in the diagram. In a Venn diagram, an area that overlaps between circles signifies that the elements (people in this scenario) have multiple preferences in common.
Therefore, the shaded region represents the intersection of all three circles (A, B, and C). Thus, the shaded area includes:
- People who like chocolate (A).
- People who like ice-cream (B).
- People who like candy (C).
Hence, the shaded area represents people who like chocolate, candy, and ice-cream.
Correct Answer: People who like chocolate, candy, and ice-cream.
This conclusion makes the correct option: People who like chocolate, candy, and ice-cream.
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