Discussion
Statements: L $ M % Q © S # T π P
Conclusion:
I. T © L
II. L © S
Answer: B
Correct answer: only conclusion II is true.
This set’s code reads \(\#\) as “smaller than”, \(©\) as “greater than”, \(\pi\) as \(\le\), \(\$\) as \(\ge\), and \(\%\) as “neither smaller nor greater”, that is \(=\). The statement becomes \[ L \ge M = Q > S < T \le P. \] S is a low point, so the chain reverses there.
II. \( L > S \): both elements sit on the left of the pivot, joined by \( L \ge M = Q > S \), which contains a strict link. True.
I. \( T > L \): T lies on the right of the pivot and L on the left, so no chain runs between them. With \( S = 1 \), \( L = 9, T = 2 \) and \( L = 2, T = 9 \) both satisfy every statement. Not determined.
Only II follows.
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