Directions: In the following question assuming the given statements to be true, find which of the conclusion among the given conclusions is/ are definitely true and then give your answers accordingly

Statements: H ≥ X < R < D  F > Y

Conclusions:

I. H  Y

II. Y > H

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  1. Only II is True
  2. Both I and II are True
  3. Either I or II is True
  4. Only I is True
  5. Neither I nor II is True

Answer (Detailed Solution Below)

Option 3 : Either I or II is True
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Detailed Solution

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Given statements: H ≥ X < R < D  F > Y

Conclusions:

I. H  Y → False (as H ≥ X < R < D  F > Y, thus clear relation cannot be determined)

II. Y > H → False (as H ≥ X < R < D ≥ F > Y, thus clear relation cannot be determined)

Therefore, Conclusion I and Conclusion II forms complementary pair

Hence, Either I or II is true

NOTE:

If all three possible conditions (<, >, =) between any two entities are included in conclusions, and both the conclusion are individually false then it would be a case of ‘either-or’.

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