Question

In this question, a statement is followed by two conclusions. Which of the two conclusions is/are true with respect to the statement?

Statement: A = F ≥ S > H < Z > R = G

Conclusions:
I. S < G
II. S ≥ A

• A. Only conclusion II is true
• B. Neither conclusion I nor II is true
• C. Both conclusions I and II are true
• D. Only conclusion I is true

Answer 1

Answer:

B. Neither conclusion I nor II is true

Neither Conclusion I nor Conclusion II is true.

Statement: A = F ≥ S > H < Z > R = G

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Evaluation of Conclusions:

• I. S < G (False / Undetermined):
  Looking at the path from S to G (S > H < Z > R = G), the inequality signs flip directions between H and Z (> and <). When the signs break like this, no definite relationship can be established between the two variables.

• II. S ≥ A (False):
  Looking at the path from A to S (A = F ≥ S), we can directly simplify this to A ≥ S (which means S ≤ A). Since S is less than or equal to A, the conclusion stating that S is greater than or equal to A (S ≥ A) is incorrect.