Directions (84-86) : In the following questions assuming the given statement to be true, find which of the conclusion(s) among the given conclusions is/are definitely true and then give your answers accordingly.

Statement.
K > Y ≥ R, M ≤ R = S, J > M
Conclusions.
I. K > J
II. Y ≥ S

Correct Answer: Only conclusion II is true

Let us analyze the given statements step-by-step to check the validity of each conclusion.

Given Statements:
1. $K>Y\ge R$
2. $M\le R=S$
3. $J>M$

Combining the relevant relations:

$K>Y\ge R=S\ge M<J$

Checking Conclusion I: K > J
From the combined relationship between K and J:
$K>Y\ge R=S\ge M<J$
We can see that the inequality signs between K and J are in opposite directions ($>$ and $<$). Therefore, no definite relationship can be established between K and J.
Thus, Conclusion I is not definitely true.

Checking Conclusion II: Y ≥ S
From the statements, we have:
$Y\ge R$ and $R=S$
Substituting $R=S$ into $Y\ge R$ gives:

$Y\ge S$

Thus, Conclusion II is definitely true.

Therefore, only conclusion II is true.