If only conclusion I follows
If both conclusion I and II follow.
If only conclusion II follows
L > K > M ? N > O
Hence O < M and I follows.
Also O < K and II follows.
C ? G ? Q = Z ? R
Hence G ? Z and I follows.
Also C ? R and II follows.
Z > T < M < J
Which means T < J. Hence I follows.
But Z and J can't be compared. Hence II does not follow.
If either conclusion I or II follows
A ? B = C < D ? E
I. D > A is not true, II. E > C is true.
Split them as L > U ...(i)
Combining (i) and (ii),
We get L > U > Z or L > Z
Hence I follows.
Combining (ii) and (iv) we get K ? U < R or K < R Hence II follows.
Y < J = P ? R > I
I. J > I is true, II. Y < R is not true.
V ? K > M = N > S
K > T
I. T < N is not true, II. V = S is true.
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