Round Table Arrangement Logic
This problem involves determining the seating positions based on given constraints.
1. Deduce the Seating Order
Constraint 1: 'D is to the right of C'. Assuming 'right' means immediate right in the clockwise direction, the order starts: C, D.
Constraint 2: 'C does not want to sit next to B'. This implies B cannot be in the seat immediately to C's left.
With 4 people (A, B, C, D) around a round table, the arrangement must accommodate these rules. Placing C and D leaves two spots. Since B cannot be next to C, B must be opposite D, meaning B is the third person clockwise after C. A fills the final spot.
The final clockwise seating arrangement is: C, D, B, A.
2. Evaluate Each Statement
Let's check the truthfulness of each option based on the arrangement C, D, B, A:
- Option 1: B is to the right of D. TRUE. In the sequence C, D, B, A, B is immediately clockwise (to the right) of D.
- Option 2: B is between A and D. TRUE. The sequence D, B, A shows B is situated between D and A.
- Option 3: A is facing D. FALSE. In a 4-person round table setup, opposite pairs face each other. In the arrangement C, D, B, A, A is opposite B, and D is opposite C. Therefore, A faces B, not D.
- Option 4: A is between D and C. FALSE. In the determined clockwise sequence C, D, B, A, A is situated between B and C.
3. Identify the False Statement
The question requires identifying the statement that is FALSE. Based on our analysis, the statement 'A is between D and C' is false.
Similar Questions
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Important Questions from Seating arrangement
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(i) C is seated next to A
(ii) A is seated two seats from D
(iii) B is not seated next to A
On the basis of above information, which of the following must be true?
1. D is seated next to B
2. E is seated next to A
3. D and C are separated by two seats
Select the correct answer using the code given below:
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