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Discussion

Statements :

H ⦾ W, W%R,R @F

Conclusions:

I R ⦾ H

II R @ H

  • A.only conclusion I is true
  • B.only conclusion II is true
  • C.either conclusion  I or II is true
  • D.neither conclusion I or II is true
  • E.both conclusion I and II is true

Answer: C

Correct answer: either conclusion I or II is true

Translating: H = W, W ≤ R, so R ≥ H. That leaves exactly two possibilities, R = H or R > H, which are conclusions I and II. Neither can be established alone, but between them they exhaust the cases - which is what an either-or conclusion means.

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