Three statements showing relationships have been given which are followed by two conclusions (I) and (II). Assuming that the given statements are true, find out which of the conclusions is/ are definitely true.
Statements :
(I) F ≤ M
(II) J > D
(III) M < J
Conclusions :
(I) J > F
(II) D ≥ M

Correct option is A

Given Statements:
F ≤ M → F is less than or equal to M
J > D → J is greater than D
M < J → M is less than J
Conclusions :
From F ≤ M and M < J, we get:
F < J or F ≤ J
⟶ So, J > F → Conclusion (I) is True
From J > D and M < J, we can't directly relate D and M unless we know the exact positions.
But we have:
J > D ⟹ D < J
M < J ⟹ M could be less than or equal to D or more than D — no definite relation between D and M
⟶ So, Conclusion (II): D ≥ M is Not Definitely True
Correct answer is (a) Only Conclusion (I) follows.