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Statements: N @ W, W # H Conclusions: I. H % N II. T # W

if only conclusion I is true
if only conclusion II is true
if either conclusion I or conclusion II is true
if neither conclusion I nor conclusion II is true

Correct Answer: if only conclusion I is true

Explanation:

N ≤ W ...(i) W = H ...(ii) H < T ...(iii)
From (i) and (ii) W = N ≥ W > H or N > H ...(iv)
Hence H < N and I follows.
But T and W can't be compared from (ii) and (iii) Hence II does not follow.

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