Question:
A team of four with at least two boys is to be formed from among four boys P, Q, R and S and four girls A, B, C and D with the following conditions.
i. C and Q must go together.
ii. If B is selected, R will not be selected and vice-versa.
iii. Q and D cannot be put together.
iv. P and B must go together.
A team of four with at least two boys is to be formed from among four boys P, Q, R and S and four girls A, B, C and D with the following conditions.
i. C and Q must go together.
ii. If B is selected, R will not be selected and vice-versa.
iii. Q and D cannot be put together.
iv. P and B must go together.
i. C and Q must go together.
ii. If B is selected, R will not be selected and vice-versa.
iii. Q and D cannot be put together.
iv. P and B must go together.
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To solve such problems, start by considering the constraints, and then try to eliminate invalid options based on those constraints.
Updated On: Apr 17, 2025
- CQBD
- RCSQ
- RSBA
- PSBD
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The Correct Option is A
Solution and Explanation
From the given conditions, we can form the team:
- Since C and Q must go together, they are already fixed.
- B and P must go together, so we must include them.
- Since Q and D cannot be together, we must exclude D.
- Based on the remaining conditions, CQBD is the only valid team combination.
- Since C and Q must go together, they are already fixed.
- B and P must go together, so we must include them.
- Since Q and D cannot be together, we must exclude D.
- Based on the remaining conditions, CQBD is the only valid team combination.
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