Question

Statements: P ≤ M < C ≥ $ > Q ≥ U

Conclusions:

I. M < $

II. C ≥ U

III. $ ≤ M

• A. None is True
• B. Only III is True
• C. Either I or III is true.
• D. None of these

Answer 1

Answer:

C. Either I or III is true.

Solution: Given statement: P ≤ M < C ≥ $ > Q ≥ U Conclusions: I. M < $ → False (no definite relation shows between $ and M, hence the conclusion is false) II. C ≥ U → False(as C > U, hence C is not equal to U, so conclusion if definitely false) III. $ ≤ M → False (no definite relation shows between $ and M, hence conclusion is false) Hence, conclusion I and III are complementary pairs. So, either conclusion I or III is true.