In this question, a statement is followed by two conclusions. Which of the two conclusions is/are true with respect to the statement? Statement: H > Y ≥ S = X = A > W Conclusions: I. H < S II. A ≤ Y

Explanation

Given Statement: H>Y≥S=X=A>WH > Y \geq S = X = A > WH>Y≥S=X=A>W This implies the following relationships: HHH is greater than YYY. YYY is greater than or equal to SSS. SSS is equal to XXX and AAA. AAA is greater than WWW. Step 1: Analyze the Conclusions Conclusion I: H Y≥SH > Y \geq SH>Y≥S. Therefore, HHH is definitely greater than SSS. Thus, Conclusion I is false. Conclusion II: A≤YA \leq YA≤Y From the statement, we have A=X=SA = X = SA=X=S and Y≥SY \geq SY≥S. Since AAA (which equals SSS) is not greater than YYY and can be equal to YYY, we have A≤YA \leq YA≤Y. Therefore, Conclusion II is true. Final Evaluation Conclusion I: False Conclusion II: True Answer: Only Conclusion II is true.