A statement is given followed by four conclusions numbered I, II, III and IV. Assuming the statement to be true, decide which of the conclusions is/are definitely true.
Statement: C = R > D ≤ E = K > P
Conclusions:
I. C > D
II. K ≤ D
III. P < E
IV. E ≥ R

Statement: C = R > D ≤ E = K > P

Conclusions:
I. C > D
II. K ≤ D
III. P < E
IV. E ≥ R

From the statement C = R > D ≤ E = K > P, we can derive the relationships step-by-step:

I. C = R, so C and R are equal.

R > D, so C (being equal to R) is also > D → Conclusion I is true.

II. D ≤ E, E = K, so D ≤ K → this means K ≥ D, not K ≤ D → Conclusion II is false.

III. E = K > P, so E > P, which means P < E → Conclusion III is true.

IV. R > D ≤ E, but there is no direct comparison between R and E → relationship cannot be determined → Conclusion IV is false.

The correct answer is: Only conclusions I and III are true.