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Statements: B @ N, N © T, T S K Conclusions: I. T @ B II. T S B

Correct Answer: if either conclusion I or II is true

Explanation:

B = N ...(i) N ≥ T ...(ii) T > K ...(iii)
From (i) and (ii) B = N ≥ T or T ≤ B,
Hence I either (T = B) or II (T < B) follows


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