From the statement 'There is no kid that doesn't like chocolate,' which inference is correct?

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Multiple Choice

From the statement 'There is no kid that doesn't like chocolate,' which inference is correct?

Explanation:
The statement denies the existence of any kid who dislikes chocolate, which means every kid must like chocolate. In logical terms, if someone is a kid, then they like chocolate. That is exactly the claim that all kids like chocolate. So the correct inference is that all kids like chocolate. The others would require assumptions not present: the converse (if someone likes chocolate, then they’re a kid) isn’t given; there could be non-kids who like chocolate; and the existence of kids who don’t like chocolate would contradict the statement.

The statement denies the existence of any kid who dislikes chocolate, which means every kid must like chocolate. In logical terms, if someone is a kid, then they like chocolate. That is exactly the claim that all kids like chocolate.

So the correct inference is that all kids like chocolate. The others would require assumptions not present: the converse (if someone likes chocolate, then they’re a kid) isn’t given; there could be non-kids who like chocolate; and the existence of kids who don’t like chocolate would contradict the statement.

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