Statements: W © K, K δ R, R % N Conclusions: I. N @ K II. R @ W III. W δ N

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W ≥ K ...(i) K > R ....(ii) R = N ...(iii) Combining these we get W ≥ K > R = N Hence N < K and I follows Again R < W and II follows. And, W > N III follows.

Statements: W © K, K δ R, R % N Conclusions: I. N @ K II. R @ W III. W δ N

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