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Statements: R @ K, K S F, F * N Conclusions: I. N © R, II. F @ R, III. F © R

Only I is true
Only either II or III is true
Only I and either II or III are true
Only III is true

Correct Answer: Only I and either II or III are true

Explanation:

R = K ...(i) K ≤ F ... (ii) F < K ...(iii)
Combining these we get R = K ≤ F < N.
Hence K > R and I follow.
Also F ≥ R. Hence either II (F = R) or III (F = R) and follows.

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