Difficulty: Medium
Correct Answer: 3
Explanation:
Introduction / Context:
This family-reasoning question asks you to reconstruct a small family tree from several clues about a married couple and their relatives and then determine how many children one specific person (A) has. These types of questions test your ability to combine information about marriage, parentage and sibling relationships without losing track of the structure.
Given Data / Assumptions:
Concept / Approach:
The key is to identify who is male and who is female, who is married to whom, and who are the parents of each child. From "B is the son of C but C is not the mother of B", we can infer that C is B's father. Since A and C form the married couple, A must be the mother. Then, using the facts about D and F, we can determine how many children A has altogether.
Step-by-Step Solution:
Verification / Alternative check:
Place everyone in a family tree: A (mother) and C (father) are the married couple. Their children are B (son), D (daughter) and F (son). E is the brother of C and does not affect the child count of A. All given statements remain true:
Why Other Options Are Wrong:
"1" or "2" would ignore at least one of the children B, D or F, contradicting the explicit statements.
"4" would require introducing another child of A that is not mentioned in the problem, which goes beyond the given information.
Common Pitfalls:
A common error is to think that because the problem says "B is the son of C" and "C is not the mother of B", B might only be connected to C and not to A. But since A and C are specifically described as a married couple and no other partner for C is introduced, the standard assumption in reasoning questions is that children mentioned are of that couple. Another trap is to treat F as some other relative (e.g., cousin), but the usual puzzle convention is that "brother" means sibling sharing the same parents unless otherwise specified.
Final Answer:
A has three children.
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