Statements M gt T ge F X lt P le N F X lt G le Y Conclu...........

Logical Reasoning(Master ) Coded inequality

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Statements: M > T ≥ F, X < P ≤ N = F, X < G ≤ Y

Conclusions: I. M > N II. T > X

if only conclusion I is true.

if only conclusion II is true.

if either conclusion I or II is true.

if neither conclusion I nor II is true.

if both conclusion I and II are true.

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Explanation:

Statements: M > T ≥ F, X < P ≤ N = F, X < G ≤ Y
Conclusions: I. M > N II. T > X
Combining Statements I , II and III, we get
Y ≥ G > X < P ≤ N = F ≤ T < M
Then, N < M or M > N is true. Hence conclusion I is true.
Again, X < T or T > X is true. Hence conclusion II is true.