Question

Statements: Z ≤ X < P; B < A ≤ Z < C

Conclusions:

I. C < P

II. A ≥ X

• A. None of the conclusions is true
• B. Only conclusion II is true.
• C. Only conclusion I is true.
• D. Both conclusions I and II are true.

Answer 1

Answer:

A. None of the conclusions is true

Solution: Given statements: Z ≤ X < P; B < A ≤ Z < C On combining, we get, P > X ≥ Z ≥ A > B; P > X ≥ Z < C Conclusions: I. C < P → False (As P > X ≥ Z < C, the relation between P and C cannot be determined) II. A ≥ X False (As P > X ≥ Z ≥ A > B; so, X ≥ A) Hence, none of the conclusions is true.