Q. 1
Intelligence Tests
Difficulty: Hard
(1 Mark)
If B is chosen, who else would have to be in the group?
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Step-by-Step Explanation & Concept Rationale
Given B refuses to work with E and the group needs 3 mathematicians, choosing B constrains the math set to B, A, and C.
Q. 2
Intelligence Tests
Difficulty: Hard
(1 Mark)
If G is rejected, which other member could not work with the group?
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Step-by-Step Explanation & Concept Rationale
Based on the mutual refusal constraints and the requirement for a majority of mathematicians in the group.
Q. 3
Intelligence Tests
Difficulty: Hard
(1 Mark)
Therefore,
💡
Step-by-Step Explanation & Concept Rationale
If B must be F, H, or I, and it is NOT H, then it must be F or I by elimination.
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